tag:blogger.com,1999:blog-81859309321499732252024-03-13T13:05:37.996-07:00Bukan KeterbatasanBukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-8185930932149973225.post-48558359486330341682020-03-11T01:00:00.000-07:002020-03-11T01:00:00.797-07:00PLAN STUDY ANATOMIPertemuan 1. Kontrak Perkuliahan<br />
Pertemuan 2 dan 3 Menjelaskan Konsep dasar Ilmu Anatomi<br />
Pertemuan 4, 5, dan 6 <span style="font-family: "Times New Roman", serif;">Menjelaskan
konsep dasar ilmu arthologi</span><br />
<span style="font-family: "Times New Roman", serif;">Pertemuan 7, 8, dan 9 </span><span style="font-family: "Times New Roman", serif;">Memahami
konsep dasar ilmu myologi</span><br />
<span style="font-family: "Times New Roman", serif;">Pertemuan 10 Ujian Tengah Semester</span><br />
<span style="font-family: "Times New Roman", serif;">Pertemuan 11, 12, 13, dan 14 Memahami konsep dasar ilmu osteologi</span><br />
<span style="font-family: Times New Roman, serif;">Pertemuan 15 dan 16 Tes Pratek (Menjelaskan macam-macam persendian, otot, dan tulang manusia)</span><br />
<span style="font-family: Times New Roman, serif;"><br /></span>
<span style="font-family: Times New Roman, serif;"><br /></span>
<span style="font-family: Times New Roman, serif;"><br /></span>
<span style="font-family: Times New Roman, serif;">RPS dan Silabus</span><br />
<span style="font-family: Times New Roman, serif;"><br /></span>
<span style="font-family: Times New Roman, serif;">https://drive.google.com/file/d/13hjXxpJoZmuSfyoM2VE6lptN0zbVEgHL/view?usp=sharing</span>Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com1tag:blogger.com,1999:blog-8185930932149973225.post-21136796981344244002020-03-10T19:57:00.002-07:002020-03-11T00:13:46.068-07:00Plan Study Mata Kuliah BulutangkisPLASN STUDY MATA KULIAH T/P BULUTANGKIS<br />
<br />
Pertemuan 1. Kontrak Perkuliahan (<span style="font-family: "times new roman" , serif; font-size: 10pt;">Memahami
peraturan perkuliahan</span>)<br />
Pertemuan 2 dan 3. Konsep Dasar Permainan Bulutangkis (<span style="font-family: "times new roman" , serif; font-size: 10pt;">Menjelaskan
konsep dasar Bulutangkis</span>)<br />
Pertemuan 4 Konsep Peraturan Permainan Bulutangkis (<span style="font-family: "times new roman" , serif; font-size: 10pt;">Menjelaskan
peraturan permainan bulutangkis</span>)<br />
Pertemuan 5. Teknik Dasar Pukulan Servis (<span style="font-family: "times new roman" , serif; font-size: 10pt;">Mendemonstrasikan
gerakan pukulan servis</span>)<br />
Pertemuan 6, 7, 8. Teknik Dasar Pukulan Overhead (<span style="font-family: "times new roman" , serif; font-size: 13.3333px;">Mendemonstrasikan gerakan pukulan Lob, Dropsht, Smash, Rangkaian Pola Pukulan</span>)<br />
Pertemuan 9. Ujian Tengah Semester<br />
Pertemuan 10, 11, 12 Teknik Dasar Pukulan Underhead (<span style="font-family: "times new roman" , serif; font-size: 10pt;">Mendemonstrasikan gerakan pukulan <i>Netting, Clear, Return Smash</i></span>)<br />
Pertemuan 13, 14, 15 Sistem Pertandingan Bulutangkis (<span style="font-family: "times new roman" , serif; font-size: 10pt;">Mendemonstrasikan
sebuah sistem pertandingan bulutangkis</span>)<br />
Pertemuan 16. Ujian Akhir Semester<br />
<br />
RPP dan Silabus<br />
<a href="https://drive.google.com/file/d/1kUD_u8vASrJEyQ9lSdGZMFwOyUkbSXhR/view?usp=sharing" target="_blank">https://drive.google.com/file/d/1kUD_u8vASrJEyQ9lSdGZMFwOyUkbSXhR/view?usp=sharing</a>Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-71921282260829236662019-04-18T14:01:00.000-07:002019-04-18T14:01:00.490-07:00Soal Kurikulum Olahraga<br />
1. Jelaskan hakikat kurikulum dalam olahraga!<br />
2. Jelaskan mengapa dalam pendidikan dibutuhkan kurikulum!<br />
3. Jelaskan pendapat anda peran kurikulum terhadap perkembangan pendidikan di Indonesia!<br />
3. Jelaskan pendapat anda tentang perubahan kurikulum di Indonesia!<br />
4. Bagaimana menurut anda tentang kurikulum 2013, jika diaplikasikan di sekolah daerah anda!<br />
5. Jika terdapat siswa yang kurang aktif, apa yang anda lakukan jika sebagai guru pendidikan jasmani?Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-29497275174606108632019-04-08T21:07:00.001-07:002019-04-08T21:07:15.692-07:00Kuis:<br />
1. Jelaskan apa yang dimaksud dengan arthologi, myologi dan osteologi?<br />
2. Identifikasilah persendiam dalam sistem gerak manusia!<br />
3. Jelaskan perbedaan otot lurik dan otot polos?<br />
4. Identifikasilah sistem otot manusia dwngan klasifikasi otot lurik dan otot polos!<br />
5. Gambarkan struktur otot pada manusia!Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-9972612731826578942018-11-14T17:45:00.001-08:002018-11-14T17:45:36.226-08:00Soal UTS Mata Kuliah Kondisi FisikKerjakan soal dibawah ini dengan jelas.<br />
<br />
1. Jelaskan apa fungsi mata kuliah kondisi fisik bagi anda?<br />
2. Bagaimana pendapat anda tentang prestasi olahraga di Indonesia sekarang ini?<br />
3. Menurut pendapat anda manakah yang lebih penting dalam sistem pelatihan atlet di Indonesia, keterampilan gerak atau daya tahan?<br />
4. Jelaskan mengapa anda perlu mempelajari kondisi fisik? Sedangkan anda sebagai calon pendidik?<br />
5. Bagaimana sikap anda jika diberikan tugas mendampingi dan melatih atlet yang bukan dicabang olahraga yang anda kuasai?Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-15266500589530490732018-04-22T09:57:00.001-07:002018-04-22T09:57:13.837-07:00MYOLOGI<div class="separator" style="clear: both; text-align: center;">
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<br />Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-67201874772562673312018-04-22T09:53:00.001-07:002018-04-22T09:53:36.400-07:00ARTHOLOGI<div class="separator" style="clear: both; text-align: center;">
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<br />Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-59928395418362715052018-04-22T09:42:00.001-07:002018-04-22T09:42:33.705-07:00PENDAHULUAN<div class="separator" style="clear: both; text-align: center;">
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<br />Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-76110661967982242822018-04-22T09:31:00.000-07:002018-04-22T09:31:10.252-07:00KONTRAK PERKULIAHAN ANATOMI<div class="separator" style="clear: both; text-align: center;">
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<br />Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-2632345963981604512017-03-12T12:06:00.000-07:002017-03-12T12:06:11.107-07:00KONTRAK PERKULIAHAN STATISTIKA<br />
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<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="font-size: 26.0pt;"><span style="color: #0bd0d9; font-family: +mj-lt; font-size: 95%; mso-color-index: 6; mso-special-format: "numbullet3\,1";">1.</span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Kehadiran</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> minimal
80% </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">atau</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> 13 kali.
</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Kuota</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">ketidakhadiran</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> 3 kali </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">termasuk</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">ijin</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">, </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">sakit</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">, </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">dll</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">.</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="font-size: 26.0pt;"><span style="color: #0bd0d9; font-family: +mj-lt; font-size: 95%; mso-color-index: 6; mso-special-format: "numbullet3\,1";">2.</span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Keterlambatan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> ... </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">menit</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">. </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Jika</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">terlambat</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">tidak</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">diperkenankan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">persensi</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="font-size: 26.0pt;"><span style="color: #0bd0d9; font-family: +mj-lt; font-size: 95%; mso-color-index: 6; mso-special-format: "numbullet3\,1";">3.</span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Tidak</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">diperkenankan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">memakai</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">kaos</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">dan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> sandal. </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Pakaian</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">rapi</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">dan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">rambut</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">tidak</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">boleh</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">panjang</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">bagi</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">laki-laki</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">.</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="font-size: 26.0pt;"><span style="color: #0bd0d9; font-family: +mj-lt; font-size: 95%; mso-color-index: 6; mso-special-format: "numbullet3\,1";">4.</span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Tugas</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">wajib</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">mengumpulkan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">. </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Toleransi</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">waktu</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> 1 </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">minggu</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">.</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"></span><span style="font-size: 26.0pt;"><span style="color: #0bd0d9; font-family: +mj-lt; font-size: 95%; mso-color-index: 6; mso-special-format: "numbullet3\,5";">5.</span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Mahasiswa</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">diwajibkan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">membawa</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">kalkulator</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">non</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">handphone</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">dan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">handphone</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">dimasukan</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">dalam</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">tas</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">.</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"></span><span style="font-size: 26.0pt;"><span style="color: #0bd0d9; font-family: +mj-lt; font-size: 95%; mso-color-index: 6; mso-special-format: "numbullet3\,5";"> </span></span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="font-size: 26.0pt;"><span style="color: #0bd0d9; font-family: +mj-lt; font-size: 95%; mso-color-index: 6; mso-special-format: "numbullet3\,5";">6.</span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Persentase</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">penilaian</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">sebagai</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">berikut</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">:</span>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">a. </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Kehadiran</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">= 30%</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">b. </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Tugas</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"><span style="mso-tab-count: 2;"> </span>= 20%</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">c. UTS<span style="mso-tab-count: 2;"> </span>= 20%</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .56in; margin-top: 6.24pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-indent: -.56in; text-justify: inter-ideograph; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">d. UAS<span style="mso-tab-count: 2;"> </span>= 30%</span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; font-style: italic; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">
</span></div>
<span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 26.0pt; language: en-US; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">
</span></div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-44846218032697174932016-12-22T20:36:00.001-08:002016-12-22T20:36:11.013-08:00KISI-KISI MATA KULIAH METODOLOGI PENELITIAN<!--[if gte mso 9]><xml>
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<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Mata
kuliah metodologi penelitian adalah sebagai alat untuk menemukan kebenaran,
pembuktian dan pengembangan dalam suatu penelitian baik dilakuakn mahasiswa
maupun praktisi. Sebagai mahasiswa juga sebagai jembatan untuk memahami sebuah
langkah-langkah penelitian yang disini adalah skripsi sebagai salah satu syarat
untuk menyelesaikan studi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Metodologi
penelitian adalah cara ilmiah untuk mendapatkan data dengan tujuan dan kegunaan
tertentu. Caranya dengan berpikir ilmiah </span><span style="mso-bidi-font-weight: bold;">yang<span style="mso-spacerun: yes;"> </span>berarti kegiatan penelitian
yang didasarkan pada ciri2 keilmuan (Rasional, empiris, dan sistematis). </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Rasional</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"> : kegiatan penelitian dilakukan dengan masuk akal,<b>
Empiris </b>: cara2 penelitian yang dilakukan dapat diamati oleh indera
manusia, sehingga dapat dilihat dan diamati oleh orang lain dan <b>Sistematis </b>:
proses yang digunakan dalam penelitian menggunakan langkah2 tertentu yang
bersifat logis.</span><span style="mso-bidi-font-weight: bold;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">DATA
YANG DIPEROLEH HARUS MERUPAKAN DATA EMPIRIS YANG MEMPUNYAI KRITERIA TERTENTU,
YAITU VALID. <b>Valid</b> berarti derajat ketepatannya antara data yang
sesungguhnya terjadi pada obyek dengan data yang dikumpulkan. Untuk mendapatkan
data yang valid dipelukan pengujian reliabilitas dan obyektivitas. <b>Reliabilitas
</b>adalah derajat konsistensi data dalam interval waktu tertentu. (data
sekarang sama dengan data di masa yang akan datang). <b>Obyektifitas</b> adalah
berkenaan dengan <i>interpersonal agreement.</i> (kesepakatan antar banyak
orang)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Penelitian
bertujuan untuk PENEMUAN: Data yang diperoleh peneliti benar2 data yang baru
(belum diketahui), PEMBUKTIAN: data yang diperoleh untuk membuktikan keraguan
terhadap informasi tertentu, PENGEMBANGAN: data yang diperoleh untuk
memperdalam dan memperluas pengetahuan yang telah ada. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Perbedaan
antara penelitian kuantitatif dan kualitatif adalah <i>Many labels have been
used to distinguish between traditional research methods and these new methods;
positivistic versus postpostivistic; scientivic versus artistic research;
confirmatory versus discovery oriented research; quantitative versus
qualitative research.</i><span style="mso-bidi-font-style: italic;"> Perbedaan yang
mendasar adalah </span></span><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; line-height: 115%;">Perbedaan yang mendasar dalam penelitian
kuantitatif dengan kualitatif adalah pada pengukuran proses penelitian
variabel.</span><span style="mso-bidi-font-weight: bold;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Istilah-istilah
dalam penelitian:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Hipotesis:
dugaan sementara atau jawaban sementara rumusan maslaah</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Variable:
<b>SEGALA SESUATU YANG BERBENTUK APA SAJA YANG DITETAPKAN OLEH PENELITI UNTUK
DIPELAJARI SEHINGGA DIPEROLEH INFORMASI TENTANG HAL TERSEBUT, KEMUDIAN DITARIK
KESIMPULAN</b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Variabel
<b>Bebas adalah variabel yang mempengaruhi atau yang menjadi sebab perubahannya
atau timbulnya variabel terikat.</b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b>Variabel terikat adalah variabel yang
dipengaruhi atau yang menjadi akibat, karena adanya variabel bebas.</b><span style="mso-bidi-font-weight: bold;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Populasi
adalahS</span><span lang="SV" style="mso-ansi-language: SV; mso-bidi-font-weight: bold;">ekumpulan orang atau objek yang memiliki kesamaan dalam satu atau
beberapa hal dan yang membentuk masalah pokok dalam suatu riset khusus.
Populasi yang akan diteliti harus didefinisikan dengan jelas sebelum penelitian
dilakukan.</span><span style="mso-bidi-font-weight: bold;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="mso-ansi-language: SV; mso-bidi-font-weight: bold;">Sampel adalah Semacam miniatur (mikrokosmos) dari
populasinya atau </span><span style="mso-bidi-font-weight: bold;">merupakan
bagian kecil dari suatu populasi. Data yang dipergunakan dalam suatu penelitian
belum tentu merupakan keseluruhan dari suatu populasi karena beberapa kendala :</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Kendala
biaya </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Kendala waktu
</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Kendala
tenaga </span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-bidi-font-weight: bold;">Polulasi
yang tidak terdefinisikan</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -.25in;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5) Untuk mengatasi
masalah dalam pemakaian data yang mengalami kendala-kendala, maka dapat
dipergunakan <b>SAMPEL.</b></span></div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-1274247368628949462016-12-22T20:19:00.003-08:002016-12-22T20:19:40.651-08:00KISI-KISI MATA KULIAH KONDISI FISIK<!--[if gte mso 9]><xml>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Kisi-kisi Kondisi Fisik</span></b></div>
<b>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Kondisi fisik
merupakan sebuah perumpamaan atau gambaran keadaan manusia dilihat dari fisik</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">.
Kemampuan fisik adalah kemampuan memfungsikan organ-organ tubuh dalam melakukan
aktivitas fisik. Kemampuan fisik sangat penting untuk mendukung mengembangkan
aktifitas psikomotor. Gerakan yang terampil dapat dilakukan apabila kemampuan
fisiknya memadai.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Peranan langsung terhadap produktifitas
kerja tergantung dari kondisi fisik individu. Mempengaruhi aspek-aspek
kejiwaan: (a) Motivasi kerja, (b) Semangat kerja, (c) Rasa Percaya diri, (d) Tingkat
ketelitian dan konsentrasi </span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Dalam ranah olahraga kondisi fisik
berperan sebagai</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Peningkatan
sistem sirkulasi dan kerja jantung </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Peningkatan
dalam komponen kondisi fisik (kekuatan, kelentukan, kecepatan, stamina dan
komponen kondisi fisik lainnya)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Peningkatan
ekonomis gerak yang lebih baik </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Recovery
yang lebih cepat setelah latihan </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Peningkatan
respon yang lebih cepat dari organisme tubuh </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Membantu
tercapainya prestasi puncak</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pengertian </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">Istilah latihan berasal dari</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">PRACTICE</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">:
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">aktivitas untuk meningkatkan keterampilan (kemahiran)
berolahraga dengan menggunakan berbagai peralatan sesuai dengan tujuan dan
kebutuhan cabang olahraganya</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">EXERCISE:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;"> <span lang="IN">perangkat utama dalam proses latihan
harian untuk meningkatkan kualitas fungsi sistem organ tubuh manusia, sehingga
mempermudah olahragawan dalam penyempurnaan geraknya</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">TRAINING:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;"> <span lang="IN">penerapan dari suatu perencanaan untuk
meningkatkan kemampuan berolahraga yang berisikan materi teori dan praktek</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">PENGERTIAN
LATIHAN ADALAH </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">merupakan suatu proses perubahan ke arah yang lebih baik, yaitu untuk
meningkatkan: kualitas fisik, kemampuan fungsional peralatan tubuh, dan kualitas
psikis anak latih</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">. Ciri-ciri
Latihan Adalah P</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">roses meningkatkan kualitas dalam berolahraga yang berkontinyu,
progresif, memiliki tujuan dengan menggunakan metode tertentu yang berisi
materi praktek dan teori</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Komponen-komponen latihan:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Intensitas
adalah ukuran yang menunjukan kualitas pembebanan </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Cara menentukan intensitas dengan:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">1
RM (Repetisi Maksimum): digunakan untuk menentukan beban dengan ukuran berat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Denyut
Jantung Per Menit: ditentukan dengan 220-usia (orang umum)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Kecepatan
(waktu tempuh): lamanya waktu dengan jarak tempuh</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jarak
tempuh: jarak tempuh dengan waktu tertentu</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jumlah
repetisi: jumlah ulangan dengan waktu tertentu</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l4 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pemberian
waktu recovery dan interval: untuk latihan teknik dengan pengulangan yang
banyak waktu istirahat dikurangi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Volume
adalah ukuran untuk menunjukan kuantitas (jumlah) suatu rangsang pembebanan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Recovery
adalah waktu istirahat yang diberikan pada saat antar set atau antar repetisi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Interval
adalah waktu istirahat pada antar seri, antar sircuit, atau antar sesi latihan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Repetisi
adalah julah ulangan yang dilakukan untuk setiap butir atau item latihan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Set
adalah merupakan jumlah ulangan dalam satu jenis butir latihan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Seri
ukuran untuk mengetahui keberhasilan dalam menyelesaikan beberapa rangkaian
butir latihan yang berbeda-beda. Artinya dalam latihan satu seri terdapat
beberapa set</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">h.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Durasi
ukuran dimana menunjukan lamanya waktu perangsangan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">i.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Densitas Pengertian densitas hampir sama
dengan durasi, namun untuk densitas dihitung WAKTU EFEKTIF DALAM LATIHAN untuk
mengetahui ukuran densitasnya. Densitas dipengaruhi oleh pemberian waktu
recovery dan interval.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">j.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Irama ukuran menunjukan kecepatan
pelaksanaan suatu perangsangan pembebanan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">k.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Frekuensi
jumlah latihan dalam periode tertentu</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">l.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sesi adalah jumlah materi program
latihan yang disusun dan harus dilakukan dalam satu kali pertemuan (tatap
muka).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Prinsip-prinsip latihan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">P</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">rinsip kesiapan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">: </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">materi dan dosis
latihan harus disesuaikan dengan usia olahragawan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Individual</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">: </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">Perbedaan
karakteristik atlet dipengaruhi oleh beberapa faktor</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Adaptasi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">: </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">latihan
menyebabkan terjadinya proses adaptasi pada organ tubuh</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">B</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">eban lebih</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">: </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">beban latihan harus
mencapai atau melampaui sedikit di atas ambang rangsang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Progresif</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">: </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">pelaksanaan
latihan dilakukan dari yang mudah ke yang sukar, sederhana ke kompleks, umum ke
khusus, bagian ke keseluruhan, ringan ke berat, dan dari kuantitas ke kualitas,
serta dilaksanakan secara ajeg, bertahap, cermat, berkontinyu, dan tepat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Spesifik</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">: </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">prinsip
spesifikasi sistem energi dan unsur-unsur harus spesifik yang dibutuhkan oleh
cabang olahraga</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Variasi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">: </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">latihan
yang baik harus disusun secara variatif</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">h.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">P</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">emanasan dan pendinginan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">: </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">Tujuan
dari pemanasan dan pendinginan adalah menghindari dari cidera dalam olahraga</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tujuan Latihan adalah untuk membantu
para Pembina, pelatih, guru olahraga agar dapat menerapkan dan memiliki
kemampuan konseptual serta keterampilan dalam membantu mengungkap potensi
olahragawan mencapai prestasi puncak. Sedangkan sasaran latihan adalah untuk meningkatkan
kemampuan dan kesiapan olahragawan dalam mencapai prestasi puncak.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">System energy aerobic adalah serentetan
reaksi kimiawi dalam pelaksanaanya membutuhkan oksigen yang dihirup dari udara
luar. Sedangkan anaerobic adalah serentetan reaksi kimiawi yang tidak
memerlukan adanya oksigen.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pengertian ketahanan adalah kemampuan
organ tubuh dalam melawan kelelahan selama berlangsungnya aktivitas kerja. Tujuan
latihan ketahanan adalah meningkatkan kemampuan olahraga agar dapat mengatasi
kelelahan selama aktivitas kerja berlangsung.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Kekuatan otot adalah kemampuan otot atau
sekelompok otot untuk mengatasi beban atau tahanan. Pengertian secara
fisiologis adalah kemampuan neoromuskuler untuk mengatasi tahanan beban luar
dan beban dalam.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Macam-macam kontraksi otot adalah</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">KONTRAKSI
ISOMETRIK: Ketegangan otot pada saat memanjang, sehingga panjang otot dalam
keadaan tetap atau tidak berubah tetapi berkontraksi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">KONTRAKSI
ISOTONIK: meningkatnya ketegangan otot pada saat kontraksi yang melibatkan otot
persendian dan anggota badan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">KONTRAKSI
ISOKINETIK: kontraksi otot yang terjadi terus menerus tanpa relaksasi. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">13.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Komponen kecepatan adalah kemampuan
sekelompok otot untuk menjawab rangsang dalam waktu secepat mungkin. Kecepatan adalah
perpaduan dari panjang ayunan tungkai dan jumlah langkah. Prinsip melatihkan
kecepatan adalah pemanasan yang cukup, atlet tidak dalam keadaan lelah,
diberikan pada awal latihan, bervariasi, intensitas rangsang, durasi rangsang,
volume rangsang, frekuensi, dan waktu istirahat.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">14.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Koordinasi merupakan kemampuan otot
dalam mengontrol gerak dengan tepat agar dapat mencapai satu tugas fisik (Grana
dan Kalenak, 1991: 253). Koordinasi merupakan paduan kinerja dari kualitas
otot, tulang, dan persendian dalam menghasilkan satu gerak yang efektif dan efisien.
Macam-macam koordinasi adalah <b style="mso-bidi-font-weight: normal;">koordinasi
umum</b> kemampuan seluruh tubuh dalam menyesuaikan dan mengatur gerakan secara
simultan pada saat melakukan sesuatu gerak dan <b style="mso-bidi-font-weight: normal;">koordinasi khusus</b> merupakan koordinasi antar beberapa anggota badan
dengan kemampuan untuk mengkoordinasikan gerak dari sejumlah anggota badan
secara simultan.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">15.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Dalam ruang lingkup keolahragaan sangat
dibutuhkan kondisi fisik yang baik. Mengingat kajian dalam ilmu keolahragaan
berhubungan dengan gerak manusia, sedangkan kondisi fisik merupakan ilmu untuk
meningkatkan kualitas gerak, keterampilan, fungsi organ agar menjadi lebih
berkualitas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-77993770466542204652016-11-06T18:57:00.001-08:002016-11-06T18:57:12.500-08:00TKJI<div style="text-align: center;">
<b>APA ITU TKJI</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
TKJI adalah kependekan dari Tes Kebugaran Jasmani Indonesia. Tes ini digunakan untuk mengetahui tingkat kebugaran jasmani anak menurut usia. sebenarnya tidak hanya TKJI yang digunakan untuk mengetahui tingkat kebugaran jasmani anak. Namun TKJI dinilai mampu mengetahui tingkat kebugaran jasmani anak sesuai dengan umur dan jenis kelaminnya. berikut adalah prosedur dari tes kebugaran jasmani indonesia:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
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<div style="text-align: justify;">
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<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b><span style="font-size: 16.0pt; line-height: 150%; mso-ansi-language: EN-US;">TES KESEGARAN
JASMANI INDONESIA (TKJI)</span></b> </div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">A. Rangkaian Tes</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span></b><span style="mso-ansi-language: EN-US;">Tes kesegaran jasmani Indonesia terdiri dari :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l5 level1 lfo1; tab-stops: .25in list .5in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Untuk <b>putra</b> terdiri dari :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">lari 50 meter (13-15 tahun) / lari 60 meter
(16-19 tahun)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">gantung angkat tubuh <i>(pull up)</i> selama 60
detik</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<i><span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><span style="mso-ansi-language: EN-US;">baring duduk <i>(sit up)</i> selama 60 detik</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<i><span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><span style="mso-ansi-language: EN-US;">loncat tegak <i>(vertical jump)</i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<i><span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><span style="mso-ansi-language: EN-US;">lari 1000 meter (usia 13-15 tahun) / lari 1200
(usia 16-19 tahun)</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l5 level1 lfo1; tab-stops: .25in list .5in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Untuk <b>putri</b> terdiri dari :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">lari 50 meter (13-15 tahun) / lari 60 meter
(16-19 tahun)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">gantung siku tekuk <i>( tahan pull up)</i>
selama 60 detik</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<i><span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><span style="mso-ansi-language: EN-US;">baring duduk <i>(sit up)</i> selama 60 detik</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<i><span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><span style="mso-ansi-language: EN-US;">loncat tegak <i>(vertical jump)</i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; mso-list: l5 level2 lfo1; tab-stops: .25in list 48.0pt; text-align: justify; text-indent: -.5in;">
<i><span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><span style="mso-ansi-language: EN-US;">lari 800 meter (usia 13-15 tahun) / lari 1000
(usia 16-19 tahun)</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">B. Kegunaan Tes</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<b><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span></b><span style="mso-ansi-language: EN-US;">Tes kesegaran jasmani Indonesia digunakan untuk
mengukur dan menentukan tingkat kesegaran jasmani remaja (sesuai kelompok usia
masing-masing).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<b><span style="mso-ansi-language: EN-US;">C. Alat dan Fasilitas</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>1.<span style="mso-spacerun: yes;">
</span>Lintasan lari / lapangan yang datar dan tidak licin</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>2.<span style="mso-spacerun: yes;">
</span>Stopwatch</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>3.<span style="mso-spacerun: yes;">
</span>Bendera start</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>4.<span style="mso-spacerun: yes;">
</span>Tiang pancang</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>5.<span style="mso-spacerun: yes;">
</span>Nomor dada</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>6.<span style="mso-spacerun: yes;">
</span>Palang tunggal untuk gantung siku</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>7.<span style="mso-spacerun: yes;">
</span>Papan berskala untuk papan loncat</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>8.<span style="mso-spacerun: yes;">
</span>Serbuk kapur</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>9.<span style="mso-spacerun: yes;">
</span>Penghapus</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>10. Formulir tes</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>11. Peluit</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>12. Alat tulis dll</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<b><span style="mso-ansi-language: EN-US;">D. Ketentuan Tes</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<b><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span></b><span style="mso-ansi-language: EN-US;">TKJI merupakan satu rangkaian tes, oleh karena
itu semua butir tes harus dilaksanakan secara berurutan, terus- menerus dan
tidak terputus dengan memperhatikan kecepatan perpindahan butir tes ke butir
tes berikutnya dalam 3 menit. Perlu dipahami bahwa butir tes dalam TKJI
bersifat baku dan tidak boleh dibolak-balik , dengan urutan pelaksanaan tes
sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Pertama<span style="mso-tab-count: 1;"> </span>:
Lari 50 meter (usia 13-15 tahun) / 60 meter (usia 16-19 tahun)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Kedua<span style="mso-tab-count: 1;"> </span>:
- gantung angkat tubuh untuk putra (<i>pull up</i>)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 96.0pt; mso-list: l1 level1 lfo2; tab-stops: .25in list 84.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">gantung siku tekuk untuk putri (tahan <i>pull
up</i>)</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Ketiga<span style="mso-tab-count: 1;"> </span>: Baring duduk (<i>sit up</i>)</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Keempat<span style="mso-tab-count: 1;"> </span>: Loncat tegak (<i>vertical jump</i>)</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Kelima<span style="mso-tab-count: 1;"> </span>: - Lari 1000 meter (usia 13-15 tahun) /
1200 meter (usia 16-19 tahun)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 78.0pt; tab-stops: .25in; text-align: justify;">
<span style="mso-ansi-language: EN-US;">- Lari 800 meter (usia
13-15 tahun) / 1000 meter (usia 16-19 tahun</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">E. <span style="mso-spacerun: yes;"> </span>Petunjuk
Umum</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>1.
Peserta</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>a.
Dalam kondisi sehat dan siap untuk melaksanakan tes</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>b.
Diharapkan sudah makan maksimal 2 jam sebelum tes</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>c.
Memakai sepatu dan pakaian olahraga</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>d.
Melakukan pemanasan <i>(warming up)</i> </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>e.
Memahami tata cara pelaksanaan tes</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 42.0pt; tab-stops: 30.0pt; text-align: justify; text-indent: -42.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>f. Jika tidak dapat melaksanakan salah
satu / lebih dari tes maka tidak mendapatkan nilai / gagal.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: 30.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: 30.0pt; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: 30.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span><b>2. Petugas</b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: 30.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>a. Mengarahkan peserta untuk melakukan
pemanasan (<i>warming up</i>)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; tab-stops: 30.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>b. Memberikan nomor dada yang jelas
dan mudah dilihat petugas</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 42.0pt; tab-stops: 0in 42.0pt; text-align: justify; text-indent: -12.0pt;">
<span style="mso-ansi-language: EN-US;">c.<span style="mso-tab-count: 1;"> </span>Memberikan pengarahan kepada
peserta tentang petunjuk pelaksanaaan tes dan mengijinkan mereka untuk mencoba
gerakan-gerakan tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 42.0pt; tab-stops: 0in 42.0pt; text-align: justify; text-indent: -12.0pt;">
<span style="mso-ansi-language: EN-US;">d.<span style="mso-tab-count: 1;"> </span>Memperhatikan kecepatan
perpindahan pelaksanaan butir tes ke butir tes berikutnya dengan tempo
sesingkat mungkin dan tidak menunda waktu</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 42.0pt; tab-stops: 0in 42.0pt; text-align: justify; text-indent: -12.0pt;">
<span style="mso-ansi-language: EN-US;">e. Tidak memberikan nilai pada peserta yang tidak dapat melakukan satu
butir tes atau lebih</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 42.0pt; tab-stops: 0in 42.0pt; text-align: justify; text-indent: -12.0pt;">
<span style="mso-ansi-language: EN-US;">f. Mencatat hasil tes dapat menggunakan formulir tes perorangan atau per
butir tes</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 42.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 42.0pt; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">F. Petunjuk Pelaksanaan Tes<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></b><span style="mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 12.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span><b>1.
Lari 50 / 60 Meter</b></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>a.
Tujuan</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>Tes
ini bertujuan untuk mengukur kecepatan</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>b.
Alat dan Fasilitas</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>1)
Lintasan lurus, rata, tidak licin, mempunyai lintasan lanjutan, berjarak 50 /
60 meter</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>2)
Bendera start </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>3)
Peluit</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>4)
Tiang pancang</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>5)
Stop watch</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>6)
Serbuk kapur</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>7)
Formulir TKJI</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>8)
Alat tulis</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="height: 238px; left: 0px; margin-left: 412px; margin-top: 52px; mso-ignore: vglayout; position: absolute; width: 339px; z-index: -21;"><img height="238" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image002.jpg" width="339" /></span><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>c. Petugas Tes</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>1)
Petugas pemberangkatan</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>2)
Pengukur waktu merangkap pencatat hasil tes</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>d.
Pelaksanaan</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>1)
Sikap permulaaan </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>Peserta
berdiri dibelakang garis start</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>2)
Gerakan</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>a)
pada aba-aba “SIAP” peserta mengambil sikap start berdiri, siap untuk lari</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>b)
pada aba- aba “YA” peserta lari secepat mungkin menuju garis finish</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>3)
Lari masih bisa diulang apabila peserta :</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>a)
mencuri start</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>b)
tidak melewati garis finish</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>c)
terganggu oleh pelari lainnya</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>d)
jatuh / terpeleset</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 0in 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>4)
Pengukuran waktu</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>Pengukuran
waktu dilakukan dari saat bendera start diangkat sampai pelari melintasi garis </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>Finish</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>5)
Pencatat hasil</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -60.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>1) hasil yang
dicatat adalah waktu yang dicapai oleh pelari untuk menempuh jarak 50 / 60
meter dalam satuan detik</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -60.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>2) waktu dicatat
satu angka dibelakang koma<span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -60.0pt;">
<br /></div>
<div class="p14" style="line-height: 150%; margin-left: 15.85pt; text-indent: -3.85pt;">
<b><span style="mso-bidi-font-family: Arial;">2. Tes Gantung Angkat Tubuh untuk Putra, Tes
Gantung Siku Tekuk untuk Putri</span></b></div>
<div align="left" class="c17" style="line-height: 150%; tab-stops: 24.0pt; text-align: left;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>a)
Tujuan</span></div>
<div class="p42" style="line-height: 150%; tab-stops: .5in;">
<span style="height: 245px; left: 0px; margin-left: 496px; margin-top: 6px; mso-ignore: vglayout; position: absolute; width: 191px; z-index: -18;"><img height="245" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image004.jpg" width="191" /></span><span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>Tes ini bertujuan untuk mengukur
kekuatan dan ketahanan otot lengan dan bahu</span></div>
<div class="p41" style="line-height: 150%; tab-stops: 24.0pt .5in; text-indent: -4.55pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 2;"> </span>b)<span style="mso-tab-count: 1;"> </span>Alat dan fasilitas</span></div>
<div class="p43" style="line-height: 150%; margin-left: 65.75pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;">1)<span style="mso-tab-count: 1;"> </span>lantai
rata dan bersih</span></div>
<div class="p43" style="line-height: 150%; margin-left: 65.75pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;">2)<span style="mso-tab-count: 1;"> </span>palang
tunggal yang dapat diatur ketinggiannya yang disesuaikan dengan ketinggian</span></div>
<div class="p43" style="line-height: 150%; margin-left: 65.75pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>peserta.
Pipa pegangan terbuat dari besi ukuran ¾ inchi</span></div>
<div class="p43" style="line-height: 150%; margin-left: 65.75pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;">3) stopwatch</span></div>
<div class="p43" style="line-height: 150%; margin-left: 65.75pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;">4)<span style="mso-tab-count: 1;"> </span>serbuk
kapur atau magnesium karbonat</span></div>
<div class="p43" style="line-height: 150%; margin-left: 65.75pt; text-indent: -29.75pt;">
5)<span style="mso-tab-count: 1;"> </span>alat tulis<span style="mso-bidi-font-family: Arial;"></span></div>
<div class="p41" style="line-height: 150%; margin-left: 48.75pt; tab-stops: 32.0pt .5in; text-indent: -24.75pt;">
<span style="mso-bidi-font-family: Arial;">c)<span style="mso-tab-count: 1;"> </span>Petugas tes</span></div>
<div class="p43" style="line-height: 150%; margin-left: 65.75pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;">1)<span style="mso-tab-count: 1;"> </span>pengamat
waktu</span></div>
<div class="p43" style="line-height: 150%; margin-left: 65.75pt; text-indent: -29.75pt;">
2)<span style="mso-tab-count: 1;"> </span>penghitung gerakan merangkap pencatat hasil<span style="mso-bidi-font-family: Arial;"></span></div>
<div class="p15" style="line-height: 150%; tab-stops: 10.2pt 24.0pt;">
<br /></div>
<div class="p15" style="line-height: 150%; tab-stops: 10.2pt 24.0pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 2;"> </span>d)
Pelaksanaan Tes Gantung Angkat Tubuh 60 detik <b>(Untuk Putra)</b></span></div>
<div class="p15" style="line-height: 150%; tab-stops: 10.2pt 24.0pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 3;"> </span>1)
Sikap permulaan </span></div>
<div class="p50" style="line-height: 150%; margin-left: 65.75pt; tab-stops: 48.0pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>Peserta berdiri di bawah palang tunggal.
Kedua tangan berpegangan pada palang</span></div>
<div class="p50" style="line-height: 150%; margin-left: 65.75pt; tab-stops: 48.0pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>tunggai selebar bahu (gambar 3). Pegangan telapak
tangan menghadap ke arah letak</span></div>
<div class="p50" style="line-height: 150%; margin-left: 65.75pt; tab-stops: 48.0pt; text-indent: -29.75pt;">
<span style="height: 192px; left: 0px; margin-left: 192px; margin-top: 10px; mso-ignore: vglayout; position: absolute; width: 224px; z-index: -14;"><img height="192" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image006.jpg" width="224" /></span><span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>kepala </span></div>
<div class="p50" style="line-height: 150%; margin-left: 65.75pt; tab-stops: 48.0pt; text-indent: -29.75pt;">
<br /></div>
<div class="p50" style="line-height: 150%; margin-left: 65.75pt; tab-stops: 48.0pt; text-indent: -29.75pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 11;"> </span></span></div>
<div class="p50" style="line-height: 150%; margin-left: 65.75pt; tab-stops: 48.0pt; text-indent: -29.75pt;">
<br /></div>
<div class="p50" style="line-height: 150%; margin-left: 0in; tab-stops: 48.0pt;">
<br /></div>
<div class="p15" style="line-height: 150%; tab-stops: 10.2pt 24.0pt;">
<span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 2;"> </span>2)
Gerakan <b>(Untuk Putra)</b><b><span style="mso-bidi-font-family: Arial;"></span></b></div>
<div class="p53" style="line-height: 150%; margin-left: 48.0pt; text-indent: 0in;">
<span style="mso-bidi-font-family: Arial;">a) Mengangkat tubuh dengan membengkokkan
kedua lengan, sehingga dagu menyentuh</span></div>
<div class="p54" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 26.05pt 60.0pt; text-indent: -12.0pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>atau berada di atas palang tunggal (lihat
gambar 4) kemudian kembali ké sikap permulaan. Gerakan ini dihitung satu kali.</span></div>
<div class="p53" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 38.8pt 60.0pt; text-indent: -12.0pt;">
<span style="mso-bidi-font-family: Arial;">b) Selama
melakukan gerakan, mulai dan kepala sampai ujung kaki tetáp merupakan satu
garis lurus.</span></div>
<div class="p53" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 38.8pt 60.0pt; text-indent: -12.0pt;">
<span style="height: 220px; left: 0px; margin-left: 280px; margin-top: 26px; mso-ignore: vglayout; position: absolute; width: 316px; z-index: -11;"><img height="220" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image008.jpg" width="316" /></span><span style="height: 220px; left: 0px; margin-left: 176px; margin-top: 26px; mso-ignore: vglayout; position: absolute; width: 179px; z-index: -6;"><img height="220" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image010.jpg" width="179" /></span><span style="mso-bidi-font-family: Arial;">c) Gerakan ini dilakukan berulang-ulang, tanpa<span style="mso-spacerun: yes;"> </span>istirahat sebanyak mungkin selama 60 detik.</span></div>
<div class="p53" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 38.8pt 60.0pt; text-indent: -12.0pt;">
<br /></div>
<div class="t51" style="line-height: 150%; tab-stops: 17.85pt 32.85pt;">
<br /></div>
<div class="t51" style="line-height: 150%; tab-stops: 17.85pt 48.0pt; text-indent: 48.0pt;">
<span style="mso-bidi-font-family: Arial;">3) Angkatan dianggap gagal dan tidak
dihitung apabila:</span></div>
<div class="p20" style="line-height: 150%; margin-left: 32.0pt; tab-stops: 15.85pt 48.0pt; text-indent: 28.0pt;">
a) pada waktu mengangkat badan, peserta melakukan gerakan
mengayun<span style="mso-bidi-font-family: Arial;"></span></div>
<div class="t56" style="line-height: 150%; tab-stops: decimal 20.4pt left .5in 48.0pt 60.0pt 210.0pt right 278.9pt; text-indent: 28.0pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span>b) pada
waktu mengangkat badan, dagu tidak<span style="mso-tab-count: 1;"> </span>
menyentuh palang tunggal</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 66.0pt; mso-list: l2 level1 lfo4; tab-stops: 24.0pt .5in 48.0pt list 60.0pt; text-align: justify; text-indent: -6.0pt;">
<span lang="IN"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN">pada waktu kembali ke sikap permulaan
kedua lengan tidak lurus</span><span lang="IN" style="mso-bidi-font-family: Arial;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 60.0pt; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<br /></div>
<div class="p14" style="line-height: 150%; margin-left: 15.85pt; text-indent: 8.15pt;">
<span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-family: Arial;">e)<span style="mso-tab-count: 1;"> </span>Pencatatan Hasil </span></div>
<div class="p20" style="line-height: 150%; margin-left: 32.0pt; tab-stops: 15.85pt 32.0pt; text-indent: 4.0pt;">
<span lang="IN" style="mso-ansi-language: IN;">1) yang
dihitung adalah angkatan yang dilakukan dengan sempurna.</span><span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-family: Arial;"></span></div>
<div class="p20" style="line-height: 150%; margin-left: .5in; tab-stops: 15.85pt 48.0pt;">
<span style="mso-tab-count: 1;"> </span>2) yang dicatat adaiah jumlah (frekuensi)
angkatan yang dapat dilakukan dengan sikap </div>
<div class="p20" style="line-height: 150%; margin-left: .5in; tab-stops: 15.85pt 48.0pt;">
<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>sempurna tanpa istirahat selama 60 detik.<span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-family: Arial;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .75in; mso-list: l4 level1 lfo5; tab-stops: 24.0pt .5in 48.0pt list .75in; text-align: justify; text-indent: -.25in;">
<span lang="IN"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="mso-bidi-font-family: Arial;">Peserta
yang tidak mampu melakukan Tes angkatan tubuh ini, walaupun teiah berusaha, </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span lang="IN" style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>diberi nilai nol (0).</span><span style="mso-ansi-language: EN-US;"></span></div>
<div class="p20" style="line-height: 150%; margin-left: 32.0pt; tab-stops: 15.85pt 32.0pt; text-indent: -8.0pt;">
<span style="mso-bidi-font-family: Arial;">f)<span style="mso-tab-count: 1;"> </span>Pelaksanaan Tes Gantung Siku Tekuk <b>( Untuk
Putri)</b></span></div>
<div class="p59" style="line-height: 150%; margin-left: 32.0pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>Palang
tunggal dipasang dengan ketinggian sedikit di atas kepala peserta.</span></div>
<div class="p13" style="line-height: 150%; tab-stops: .5in 42.8pt; text-indent: -10.5pt;">
<span lang="IN" style="mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-language: EN-US;"><span style="mso-tab-count: 2;"> </span></span>1) Sikap
perrnulaan<span style="mso-bidi-font-family: Arial;"></span></div>
<div class="p9" style="line-height: 150%; margin-left: 15.85pt; tab-stops: 38.8pt 48.0pt; text-indent: 32.15pt;">
<span style="mso-bidi-font-family: Arial;">Peserta berdiri
di bawah palang tunggal, kedua tangan berpegangan pada palang tunggal</span></div>
<div class="p9" style="line-height: 150%; margin-left: 15.85pt; tab-stops: 15.85pt 48.0pt;">
<span style="height: 192px; left: 0px; margin-left: 208px; margin-top: 26px; mso-ignore: vglayout; position: absolute; width: 224px; z-index: -13;"><img height="192" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image011.jpg" width="224" /></span><span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>selebar bahu. Pegangan telapak
tangan menghadap ke arah kepala (Lihat gambar)</span></div>
<div class="p9" style="line-height: 150%; margin-left: 15.85pt; tab-stops: 15.85pt 48.0pt;">
<br /></div>
<div class="t78" style="line-height: 150%; tab-stops: .5in 62.9pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>2)
Gerakan</span></div>
<div class="p4" style="line-height: 150%; margin-left: 76.25pt; text-indent: -28.25pt;">
Dengan
bantuan tolakan kedua kaki, peserta melompat ke atas sampai dengan mencapai</div>
<div class="p4" style="line-height: 150%; margin-left: 76.25pt; text-indent: -28.25pt;">
sikap
bergantung siku tekuk, dagu berada di atas palang <span style="mso-bidi-font-family: Arial;">tunggal (Iihat gambar)</span></div>
<div class="t75" style="line-height: 150%; tab-stops: 32.85pt 48.0pt 306.95pt 319.45pt 352.6pt 383.8pt center 430.0pt left 452.65pt 471.95pt center 484.15pt left 498.3pt; text-indent: -28.25pt;">
<span style="mso-bidi-font-family: Arial;"><span style="mso-tab-count: 2;"> </span><span style="mso-tab-count: 1;"> </span>Sikap tersebut dipertahankan selama mungkin
(dalam hitungan detik)</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span style="height: 183px; left: 0px; margin-left: 324px; margin-top: 639px; mso-ignore: vglayout; position: absolute; width: 165px; z-index: 2;"><img height="183" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image013.jpg" width="165" /></span><span style="height: 171px; left: 0px; margin-left: 172px; margin-top: 639px; mso-ignore: vglayout; position: absolute; width: 281px; z-index: -19;"><img height="171" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image015.jpg" width="281" /></span><span lang="EN-GB" style="font-size: 8.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>g)
Pencatatan Hasil</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>Hasil yang dicatat
adalah waktu yang dicapai oleh peserta untuk mempertahankan sikap tersebut
diatas, dalam satuan detik. Peserta yang tidak dapat melakukan sikap diatas
maka dinyatakan gagal dan diberikan nilai nol (0).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span><b>3. Tes Baring Duduk (<i>Sit
Up</i>) Selama 60 detik</b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>a. Tujuan</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>Mengukur kekuatan dan
ketahanan otot perut.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>b. Alat dan fasilitas</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>1) lantai / lapangan
yang rata dan bersih</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>2) stopwatch</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>3) alat tulis</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>4) alas / tikar / matras
dll</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>c. Petugas tes</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>1) pengamat waktu</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>2) penghitung gerakan
merangkap pencatat hasil</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>d. Pelaksanaan</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>1) sikap permulaan</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 4;"> </span>a) berbaring
telentang di lantai, kedua lutut ditekuk dengan sudut 90˚ dengan kedua jari-</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 12.0pt 24.0pt .5in 48.0pt 60.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 5;"> </span>jarinya
diletakkan di belakang kepala.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ignore: vglayout;">
</span></div>
<table align="left" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td height="17" width="104"><br /></td>
</tr>
<tr>
<td><br /></td>
<td><img height="170" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image017.jpg" width="316" /></td>
</tr>
</tbody></table>
<span style="mso-ansi-language: EN-US;"> </span>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<br /></div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>b)
Peserta lain menekan / memegang kedua pergelangan kaki agar kaki tidak
terangkat.</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>2)
Gerakan</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>a)
Gerakan aba-aba “YA” peserta bergerak mengambil sikap duduk sampai kedua sikunya
</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt 60.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 4;"> </span>menyentuh
paha, kemudian kembali ke sikap awal.</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt 60.0pt; text-align: justify;">
<span style="height: 84px; left: 0px; margin-left: 168px; margin-top: 24px; mso-ignore: vglayout; position: absolute; width: 178px; z-index: -16;"><img height="84" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image019.jpg" width="178" /></span><span style="height: 84px; left: 0px; margin-left: 400px; margin-top: 24px; mso-ignore: vglayout; position: absolute; width: 160px; z-index: -15;"><img height="84" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image021.jpg" width="160" /></span><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>b) Lakukan gerakan ini
berulang-ulang tanpa henti selama 60 detik</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt 60.0pt; text-align: justify;">
<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 24.0pt .5in 48.0pt 60.0pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>e.
Pencatatan Hasil</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>1)
Gerakan tes tidak dihitung apabila :</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>-
pegangan tangan terlepas sehingga kedua tangan tidak terjalin lagi</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>-
kedua siku tidak sampai menyentuh paha</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>-
menggunakan sikunya untuk membantu menolak tubuh</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>2)
Hasil yang dihitung dan dicatat adalah gerakan tes yang dapat dilakukan dengan </span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>sempurna
selama 60 detik</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>3)
Peserta yang tidak mampu melakukan tes ini diberi nilai nol (0)</span></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span><b>4. Tes Loncat Tegak (<i>Vertical
Jump</i>)</b></span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>a. Tujuan </span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>Tes ini bertujuan untuk
mengukur daya ledak / tenaga eksplosif</span></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>b. Alat dan Fasilitas</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>1) Papan berskala
centimeter, warna gelap, ukuran 30 x 150 cm, dipasang pada dinding yang </span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 4;"> </span>rata atau tiang.
Jarak antara lantai dengan angka nol (0) pada papan tes adalah 150 cm.</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>2) Serbuk kapur</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>3) Alat penghapus papan
tulis</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>4) Alat tulis</span></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>c. Petugas Tes</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>Pengamat dan pencatat
hasil</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>d. Pelaksanaan Tes</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>1) Sikap permulaan</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>a) Terlebih dulu
ujung jari peserta diolesi dengan serbuk kapur / magnesium karbonat</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>b) Peserta berdiri
tegak dekat dinding, kaki rapat, papan skala berada pada sisi kanan / kiri </span></div>
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<span style="height: 168px; left: 0px; margin-left: 512px; margin-top: 23px; mso-ignore: vglayout; position: absolute; width: 130px; z-index: -10;"><img height="168" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image023.jpg" width="130" /></span><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 4;"> </span>badan peserta. Angkat tangan
yang dekat dinding lurus ke atas, telapak tangan </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 48.0pt; tab-stops: 24.0pt .5in 60.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 4;"> </span>ditempelkan pada
papan skala hingga meninggalkan bekas jari.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 48.0pt; tab-stops: 24.0pt .5in 60.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>2)
Gerakan</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .5in 48.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>a)
Peserta mengambil awalan dengan sikap menekukkan lutut dan kedua lengan diayun
ke </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .5in 48.0pt 60.0pt;">
<span style="height: 214px; margin-left: 280px; margin-top: 11px; mso-ignore: vglayout; position: absolute; width: 293px; z-index: -8;"><img height="214" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image025.jpg" width="293" /></span><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>belakang</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt;">
<span style="height: 216px; margin-left: 144px; margin-top: 17px; mso-ignore: vglayout; position: absolute; width: 224px; z-index: -9;"><img height="216" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image027.jpg" width="224" /></span><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 60.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Kemudian
peserta meloncat setinggi mungkin sambil menepuk papan dengan tangan </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 60.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>yang
terdekat sehingga menimbulkan bekas</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 48.0pt 60.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>b)
Lakukan tes ini sebanyak tiga (3) kali tanpa istirahat atau boleh diselingi
peserta lain</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 48.0pt 60.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 48.0pt 60.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>e.
Pencatatan Hasil</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Selisih raihan loncatan dikurangi raihan tegak</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 60.0pt; mso-list: l3 level1 lfo3; tab-stops: 42.0pt list 60.0pt; text-indent: -.25in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Ketiga selisih hasil tes dicatat</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Masukkan hasil selisih yang paling besar</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 42.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in 42.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span><b>5.
Tes Lari 1000 meter (13-15 Tahun) / 1200 meter (16-19 Tahun) Untuk Putra dan
Tes </b></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .25in 30.0pt;">
<b><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>Lari
800 meter (13-15 Tahun) / 1000 meter (16-19 Tahun) Untuk Putri</span></b></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>a. Tujuan </span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 4;"> </span>Tes ini bertujuan
untuk mengukur daya tahan jantung paru, peredaran darah dan pernafasan</span></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>b. Alat dan Fasilitas</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>1) Lintasan lari </span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>2) Stopwatch</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>3) Bendera start</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>4) Peluit</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>5) Tiang pancang</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>6) Alat tulis</span></div>
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<br /></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>c. Petugas Tes</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>1) Petugas
pemberangkatan </span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>2) Pengukur waktu</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>3) Pencatat hasil</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>4) Pengawas dan
pembantu umum</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; tab-stops: 24.0pt .5in 48.0pt; text-align: justify; text-indent: -.5in;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>d. Pelaksanaan Tes</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>1) Sikap permulaan</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>Peserta berdiri di
belakang garis start</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>2) Gerakan</span></div>
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<span style="height: 204px; left: 0px; margin-left: 64px; margin-top: 24px; mso-ignore: vglayout; position: absolute; width: 539px; z-index: -7;"><img height="204" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image029.jpg" width="539" /></span><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>a) Pada aba-aba “SIAP” peserta
mengambil sikap berdiri, siap untuk lari</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 84.75pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 48.0pt 84.75pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>b)
Pada aba-aba “YA” peserta lari semaksimal mungkin menuju garis finish </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 84.75pt;">
<span style="height: 205px; margin-left: 48px; margin-top: 0px; mso-ignore: vglayout; position: absolute; width: 589px; z-index: -12;"><img height="205" src="file:///C:\Users\VAIO\AppData\Local\Temp\msohtmlclip1\01\clip_image031.jpg" width="589" /></span><span style="mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 84.75pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>e.
Pencatatan Hasil </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt 84.75pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>1)
Pengambilan waktu dilakukan mulai saat bendera start diangkat sampai peserta
tepat </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>Melintasi
garis finish</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 2;"> </span>2)
Hasil dicatat dalam satuan menit dan detik. </span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 3;"> </span>Contoh
:<span style="mso-spacerun: yes;"> </span>3 menit 12 detik maka ditulis 3’
12”<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">G.
Tabel Nilai TKJI</span></b></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Tabel Nilai TKJI</span></b></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">(Untuk Putra Usia 13 -15
Tahun)</span></b></div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #D9D9D9; border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Nilai</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Lari </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">50 meter</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Gantung angkat tubuh</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Baring duduk </span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Loncat tegak </span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Lari </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1000 meter</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Nilai</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">5</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">S.d </span></b><span lang="IN">– 6,7”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">16 - <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">38 - <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">66 <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">s.d</span></b><span lang="IN"> – 3’04”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">5</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">4</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">6.8”
– 7,6”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">11 –
15</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">28 –
37</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">53 –
65</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3’05”
– 3’53”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">4</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">3</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">7,7”
– 8,7”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">6 –
10</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">19 –
27</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">42 –
52</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3’54”
– 4’46”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">3</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">2</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">8,8”
– 10,3”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">2 – 5</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">8 –
18</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">31 –
41</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">4’47”
– 6’04”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">2</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">10,4”-
<b style="mso-bidi-font-weight: normal;">dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0 – 1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0 – 7</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0 -
30</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">6’05”<b style="mso-bidi-font-weight: normal;"> - dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1</span></b></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Tabel Nilai TKJI</span></b></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN"><span style="mso-spacerun: yes;"> </span>(Untuk Putra Usia 16-19 Tahun)</span></b></div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #D9D9D9; border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Nilai</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Lari </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">60 meter</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Gantung angkat tubuh</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Baring duduk </span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Loncat tegak</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Lari </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1200 meter</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Nilai</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">5</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">S.d </span></b><span lang="IN">– 7,2”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">19 - <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">41 - <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">73 <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">s.d</span></b><span lang="IN"> – 3’14”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">5</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">4</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">7.3”
– 8,3”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">14 –
18</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">30 –
40</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">60 –
72</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3’15”
– 4’25”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">4</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">3</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">8,4”
– 9,6”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">9 –
13</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">21 –
29</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">50 –
59</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">4’26”
– 5’12”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">3</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">2</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">9,7”
– 11,0”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">5 – 8</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">10 –
20</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">39 –
49</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">5’13”
– 6’33”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">2</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">11,1”
<b style="mso-bidi-font-weight: normal;">dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0 - 4</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0 – 9</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">38 <b style="mso-bidi-font-weight: normal;">dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">6’34”<b style="mso-bidi-font-weight: normal;"> dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1</span></b></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Tabel Nilai TKJI</span></b></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">(Untuk Putri Usia 13 -15
Tahun)</span></b></div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #D9D9D9; border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Nilai</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Lari </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">50 meter</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Gantung Siku Tekuk</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Baring duduk </span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Loncat tegak </span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Lari </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">800 meter</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Nilai</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">5</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">S.d </span></b><span lang="IN">– 7.7”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">41” -
<b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">28 - <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">50 <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">s.d</span></b><span lang="IN"> – 3’06”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">5</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">4</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">7.8”
– 8,7”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">22” –
40”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">19 –
27</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">39 –
49</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3’07”
– 3’55”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">4</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">3</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">8,8”
– 9,9”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">10” –
21”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">9 –
18</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">30 –
38</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3’56”
– 4’58”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">3</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">2</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">10,0”
– 11,9”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3” –
9”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3 – 8</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">21 –
29</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">4’59”
– 6’40”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">2</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">12,0”-
<b style="mso-bidi-font-weight: normal;">dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0” –
2”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0 – 2</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0 -
20</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">6’41”<b style="mso-bidi-font-weight: normal;"> - dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1</span></b></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Tabel Nilai TKJI</span></b></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN"><span style="mso-spacerun: yes;"> </span>(Untuk Putri Usia 16-19 Tahun)</span></b></div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #D9D9D9; border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Nilai</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Lari </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">60 meter</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Gantung Siku Tekuk</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Baring duduk </span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Loncat tegak</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Lari </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1000 meter</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Nilai</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">5</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">S.d</span></b><span lang="IN"> – 8,4”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">41”<b style="mso-bidi-font-weight: normal;"> - keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">28 <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">50 <b style="mso-bidi-font-weight: normal;">Keatas</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">S.d</span></b><span lang="IN"> – 3’52”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">5</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">4</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">8,5”
– 9,8”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">22” –
40”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">20 –
28</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">39 –
49</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3’53”
– 4’56”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">4</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">3</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">9,9”
– 11.4”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">10” –
21”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">10 –
19</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">31 –
38</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">4’57”
– 5’58”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">3</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">2</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">11,5”
– 13,4”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3” –
9”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3 – 9</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">23 –
30</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">5’59”
– 7’23”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">2</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 96.0pt;" width="128">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">13,5”
<b style="mso-bidi-font-weight: normal;">dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 88.9pt;" width="119">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0” –
2”</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 73.1pt;" width="97">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">0 – 2</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 66.0pt;" width="88">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">22<b style="mso-bidi-font-weight: normal;"> dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 84.0pt;" width="112">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">7’24”
<b style="mso-bidi-font-weight: normal;">dst</b></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">1</span></b></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 115%; margin-bottom: 10.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">H. Norma TKJI</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify; text-indent: .25in;">
<span lang="IN" style="mso-bidi-font-weight: bold;">Hasil
setiap butir tes yang telah dicapai oleh peserta dapat disebut sebagai hasil
kasar. Mengapa disebut hasil kasar ? Hal ini disebabkan satuan ukuran yang
digunakan untuk masing-masing butir tes berbeda, yang meliputi satuan waktu,
ulangan gerak, dan ukuran tinggi.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify; text-indent: .25in;">
<span lang="IN" style="mso-bidi-font-weight: bold;">Untuk
mendapatkan hasil akhir, maka perlu diganti dalam satuan yang sama yaitu NILAI.
Setelah hasil kasar setiap tes diubah menjadi satuan nilai, maka dilanjutkan
dengan menjumlahkan nilai-nilai dari kelima butir TKJI. Hasil penjumlahan
tersebut digunakan untuk dasar penentuan klasifikasi kesegaran jasmani remaja. </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">NORMA TES KESEGARAN JASMANI INDONESIA</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">(Untuk Putera dan puteri)</span></b></div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: .5in; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #D9D9D9; border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.3pt;" width="54">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">No</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 205.55pt;" width="274">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Jumlah nilai</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 196.95pt;" width="263">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Klasifikasi Kesegaran
Jasmani</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.3pt;" width="54">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">1.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 205.55pt;" width="274">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">22 –
25</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 196.95pt;" width="263">
<div class="MsoNormal">
<span lang="IN">Baik sekali<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span>( BS )</b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.3pt;" width="54">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">2.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 205.55pt;" width="274">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">18 –
21</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 196.95pt;" width="263">
<div class="MsoNormal">
<span lang="IN">Baik<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">( B )</b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.3pt;" width="54">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">3.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 205.55pt;" width="274">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">14 –
17</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 196.95pt;" width="263">
<div class="MsoNormal">
<span lang="IN">Sedang<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">( S )</b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.3pt;" width="54">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">4.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 205.55pt;" width="274">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">10 –
13</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 196.95pt;" width="263">
<div class="MsoNormal">
<span lang="IN">Kurang<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">( K )</b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.3pt;" width="54">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">5.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 205.55pt;" width="274">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN">5 – 9</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 196.95pt;" width="263">
<div class="MsoNormal">
<span lang="IN">Kurang sekali<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">(
KS )</b></span></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 30.0pt 42.0pt .75in 84.75pt;">
<b><span style="mso-ansi-language: EN-US;">I. Formulir TKJI</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<b><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<b><span style="font-size: 16.0pt; line-height: 150%; mso-ansi-language: EN-US;">FORMULIR TKJI</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">Nama<span style="mso-tab-count: 3;"> </span>:</span></b><span style="mso-ansi-language: EN-US;">…………………………………............................</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">Jenis Kelamin</span></b><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span><b>:</b> Laki-laki / Perempuan
*</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">No Dada<span style="mso-tab-count: 1;"> </span></span></b><span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span><b>:</b>……………………………………………………</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">Usia<span style="mso-tab-count: 3;"> </span>:</span></b><span style="mso-ansi-language: EN-US;">………………Tahun</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<b><span style="mso-ansi-language: EN-US;">Nama Sekolah<span style="mso-tab-count: 1;"> </span>:</span></b><span style="mso-ansi-language: EN-US;">……………………………………………………</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 480;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #D9D9D9; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 30.0pt;" width="40">
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<b><span style="mso-ansi-language: EN-US;">No</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 186.0pt;" width="248">
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<b><span style="mso-ansi-language: EN-US;">Jenis Tes</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.2pt;" width="99">
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<b><span style="mso-ansi-language: EN-US;">Hasil</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 57.8pt;" width="77">
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<b><span style="mso-ansi-language: EN-US;">Nilai</span></b></div>
</td>
<td style="background: #D9D9D9; border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 132.0pt;" width="176">
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<b><span style="mso-ansi-language: EN-US;">Keterangan</span></b></div>
</td>
</tr>
<tr style="height: 344.85pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 344.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 30.0pt;" width="40">
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<span style="mso-ansi-language: EN-US;">1</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<span style="mso-ansi-language: EN-US;">2</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<span style="mso-ansi-language: EN-US;">3</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<span style="mso-ansi-language: EN-US;">4</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<span style="mso-ansi-language: EN-US;">5</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 344.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 186.0pt;" width="248">
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<b><span style="mso-ansi-language: EN-US;">Lari 50 / 60 meter</span></b><span style="mso-ansi-language: EN-US;"> *</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<b><span style="mso-ansi-language: EN-US;">Gantung :</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level1 lfo6; tab-stops: 12.0pt list .5in left 42.0pt .75in 84.75pt; text-indent: -.25in;">
<b><span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="mso-ansi-language: EN-US;">Siku tekuk</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level1 lfo6; tab-stops: 12.0pt list .5in left 42.0pt .75in 84.75pt; text-indent: -.25in;">
<b><span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="mso-ansi-language: EN-US;">Angkat Tubuh</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<b><span style="mso-ansi-language: EN-US;">Baring Duduk 60 detik</span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<b><span style="mso-ansi-language: EN-US;">Loncat Tegak</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 96.0pt; mso-list: l1 level1 lfo2; tab-stops: 12.0pt 42.0pt .75in 84.75pt list 96.0pt; text-indent: -96.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Tinggi raihan : ……….cm</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 96.0pt; mso-list: l1 level1 lfo2; tab-stops: .6pt 12.0pt 42.0pt .75in list 96.0pt; text-indent: -96.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Loncatan I : ………….cm</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 96.0pt; mso-list: l1 level1 lfo2; tab-stops: .6pt 12.0pt 42.0pt .75in list 96.0pt; text-indent: -96.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Loncatan II : …………cm</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 96.0pt; mso-list: l1 level1 lfo2; tab-stops: .6pt 12.0pt 42.0pt .75in list 96.0pt; text-indent: -96.0pt;">
<span style="mso-ansi-language: EN-US;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-ansi-language: EN-US;">Loncatan III : ………<span style="mso-spacerun: yes;"> </span>cm</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .6pt 12.0pt 42.0pt .75in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: .6pt 12.0pt 42.0pt .75in;">
<b><span style="mso-ansi-language: EN-US;">Lari 800/ 1000 / 1200 meter</span></b><span style="mso-ansi-language: EN-US;"> *</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 344.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.2pt;" width="99">
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;">……….detik</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;">……….detik</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;">………....kali</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;">…………kali</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;">……….....cm</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;">……....menit</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;">……….detik</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 344.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 57.8pt;" width="77">
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<u><span style="mso-ansi-language: EN-US;">….</span></u></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; tab-stops: 12.0pt 42.0pt .75in 84.75pt; text-align: center;">
<u><span style="mso-ansi-language: EN-US;">….</span></u></div>
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<u><span style="mso-ansi-language: EN-US;">….</span></u></div>
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<br /></div>
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<u><span style="mso-ansi-language: EN-US;">….</span></u></div>
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<u><span style="mso-ansi-language: EN-US;">….</span></u></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;">…………………………</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;">……………………….</span></div>
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<br /></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;">………………………….</span></div>
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<span style="mso-ansi-language: EN-US;">6</span></div>
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<span style="mso-ansi-language: EN-US;">Jumlah
Nilai ( tes 1 + tes 2 + tes 3 + tes 4 + tes 5 ) </span></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;">7</span></div>
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<span style="mso-ansi-language: EN-US;">Klasifikasi
Tingkat Kesegaran Jasmani</span></div>
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<span style="mso-ansi-language: EN-US;">* coret yang tidak perlu</span></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 11;"> </span>Petugas
Tes,</span></div>
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<br /></div>
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<br /></div>
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<span style="mso-ansi-language: EN-US;"><span style="mso-tab-count: 11;"> </span><u>………………………..</u></span></div>
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<br /></div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-52864725898286061012016-11-06T18:45:00.000-08:002016-11-06T18:45:04.708-08:00METODE PENILITIAN EKSPERIMEN<!--[if !mso]>
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<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464419200"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">KATA
PENGANTAR</span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></h1>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Puji syukur kehadirat
Tuhan Yang Maha Kuasa atas segala limpahan rahmat, inayah taufik, dan ilham-Nya
sehingga kami dapat menyelesaikan penyusunan makalah ini dalam bentuk maupun
isinya yang sangat sederhana.Semoga makalah ini dapat diperguakan sebagai salah
satu acua, petunjuk maupun pedoman bagi pembaca. Makalah ini disusun dalam
rangka untuk melaksanakan tugas dari dosen kami, Bapak Dhedhy Yuliawan, M.Or.
selaku dosen mata kuliah Metodologi Penelitian.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Harapan kami semoga makalah ini membantu
menambah pengetahuan dan pengalaman bagi para pembaca, sehingga kami dapat
memperbaiki bentuk maupun isi makalah ini. Sehingga ke depannya dapat lebih
baik.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Makalah ini kami akui msih banyak
kekurangan karena pengalaman yang kami miliki sangat kurang.oleh karena itu
harapkan kpada para pembaca untuk memberikan masukan- masukan yang bersifat
membangun untuk kesempurnaan makalah ini.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; text-align: center; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kediri, 19 Oktober 2016</span></div>
<div class="MsoNormal">
<br /></div>
<b><span style="font-family: "Cambria","serif"; font-size: 16.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 16.0pt;"><br clear="all" style="page-break-before: always;" />
</span></b>
<h1>
<a href="https://www.blogger.com/null" name="_Toc464419201"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">DAFTAR ISI</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></h1>
<div class="MsoTocHeading">
<br /></div>
<div class="MsoToc1">
<span class="MsoHyperlink"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419200">KATA PENGANTAR<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">1</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span><span style="mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoToc1">
<span class="MsoHyperlink"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419201">DAFTAR ISI<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">2</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span><span style="mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoToc1">
<span class="MsoHyperlink"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419202">BAB I<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">3</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span><span style="mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419203">1.1 LATAR
BELAKANG<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">3</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419204">1.2
RUMUSAN MASALAH<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">4</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: 44.0pt right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419205">1.3<span style="color: windowtext; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span>TUJUAN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">4</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419206">1.4
MANFAAT<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">4</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc1">
<span class="MsoHyperlink"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419207">BAB II<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">5</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span><span style="mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419208">2.1
PENGERTIAN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">5</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419209">2.2
VARIABEL PENELITIAN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">5</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419210">2.3
KARAKTERISTIK METODOLOGI PENELITIAN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">6</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419211">2.4 TUJUAN
PENELITIAN EKSPERIMEN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">7</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419212">2.5
SYARAT-SYARAT METODE PENELITIAN EKSPERIMEN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">7</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419213">2.6
LANGKAH-LANGKAH MELAKUKAN METODE PENELITIAN EKSPERIMEN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1;"> </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">8</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419214">2.7
KELEBIHAN DAN KELEMAHAN METODE EKSPERIMEN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">9</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc1">
<span class="MsoHyperlink"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419215">BAB III<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">11</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span><span style="mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419216">3.1
KESIMPULAN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">11</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc2" style="tab-stops: right dotted 396.4pt;">
<span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419217">3.2 SARAN<span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">11</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span></div>
<div class="MsoToc1">
<span class="MsoHyperlink"><a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225#_Toc464419218"><span style="font-weight: normal;">DAFTAR PUSTAKA</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"><span style="mso-tab-count: 1 dotted;">.. </span></span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;">12</span><span style="color: windowtext; display: none; mso-hide: screen; text-decoration: none; text-underline: none;"></span></a></span><span style="font-family: "Calibri","sans-serif"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464419202"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">BAB
I</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></h1>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENDAHULUAN</span></b></div>
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<h2>
<a href="https://www.blogger.com/null" name="_Toc464419203"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">1.1 LATAR BELAKANG</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Seorang peneliti pada prakteknya
dilapangan akan memilih salah satu metode yang dipandang paling cocok untuk
penelitiannya. Yaitu sesuai dengan data yang akan di peroleh, tujuan dan
masalah yang akan di perolehkan(efektivita). Pertimbangan lainnya dalah masalah
efesiensi, yaitu seorang peneliti harus mempertimbangkan keterbatasan dana,
tenaga, waktu dan kemampuan. Dengan demikian metode penelitian yang dapat
mengahasilkan informasi yang lengkap dan valid, dilakukan dengan cepat sehingga
dapat menghemat biaya, tenaga dan waktu.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Salah satu metode penelitian adalah
metode penelitian eksperimen. Metode penelitian eksperimen merupakan bagian dari
metode kuantitatif dan memilik ciri khas tersendiri.terutama dengan adanya
kelompok kontrol. Dalam bidn sains, penelitian- penelitian dapat menggunakan
desain eksperimen karena<span style="mso-spacerun: yes;"> </span>variable-
variable dapat dipiih dan variabel- variabel lain yang dapat mempengaruhi
proses eksperimen itu dapat dikontrol secara ketat. Sehingga dalam metode ini
peneliti memanipulasi paling sedikit satu variable, mengontrol variable lain
yang relevan, dan mengobservasi pengaruhnya terhadap varibel terikat.manipulai
variable bebas inilah yang merupakan salah satu karakteristik yang membedakan
penelitian eksperimen dai enelitian- penelitian lain.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Oleh karena itu,penting kiranya untuk
dibahas salah satu metode penelitian yaitu metode penelitian eksperimen. Dengan
di bahasnya metode penelitian eksperimen ini dalam bentuk makalah dapat
memberkan gambaran secara umum tentang metod penelitian eksperimen tersebut.</span></div>
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<h2>
<a href="https://www.blogger.com/null" name="_Toc464419204"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">1.2 RUMUSAN MASALAH</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: .25in; mso-add-space: auto; text-align: justify; text-indent: .25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dari uraian
latar belakang di atas, permasalahan yang ingin dicari solusinya adalah sebagai
berikut :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa pengertian metode penelitin
eksperimen?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2.2<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana variabel metode penelitian
eksperimen?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2.3<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana karakteristik metode
penelitian eksperimen?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2.4<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa tujuan metode penelitian eksperimen?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2.5<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaiman syarat- syarat melakukan metode
penelitian eksperimen?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2.6<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa saja langkah- langkah melakukan
metode penelitian eksperimen?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2.7<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa kelebhan dan kekurangan metode
penelitian eksperimen?</span></div>
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<h2 style="margin-left: .25in; mso-list: l2 level2 lfo5; text-indent: -.25in;">
<a href="https://www.blogger.com/null" name="_Toc464419205"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"><span style="mso-list: Ignore;">1.3<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">TUJUAN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.3.1<span style="mso-tab-count: 1;"> </span>Untuk mengetahui pengertian metode
penelitian eksperimen.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.3.2<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk mengetahui variabel metode
penelitian eksperimen.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.3.3<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk mengetahui karakteristik metode
penelitian eksperimen.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.3.4<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk mengetahui tujuan metode<span style="mso-spacerun: yes;"> </span>penelitian eksperimen.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.3.5<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk mengetahui syarat- syarat
melakukan metode penelitian eksperimen.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.3.6<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk mengetahui langkah- langkah
melakukan metode penelitian eksperimen.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.3.7<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk mengetahui keebihan dan kekurangan
metode penelitian eksperimen.</span></div>
<h2>
<a href="https://www.blogger.com/null" name="_Toc464419206"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">1.4 MANFAAT</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Manfaat yang
dicapai dari penulisan makalah ini, bgi mahasiswa bisa<span style="mso-spacerun: yes;"> </span>dijadikan panduan atau pedoman bagi mahasiswa
yang ingin mengambil topik skripsi dengan menggunakan meotode penelitian
eksperimen.</span></div>
<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464419207"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">BAB
II</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></h1>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">PEMBAHASAN</span></b></div>
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<h2>
<a href="https://www.blogger.com/null" name="_Toc464419208"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">2.1 PENGERTIAN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Penelitian
eksperimen termasuk penelitian yang didasarkan pada tingkat kealamiahannya.
Pada hakekatnya penelitian eksperimen adalah meneliti pengaruh perlakuan
terhadap perilaku yang timbul sebagai akibat perlakuan. Menurut Hadi (1985)
penelitian eksperimen adalah penelitian yang dilakukan untuk mengetahui akibat
yang timbul dari suatu perlakuan yang diberikan secara sengaja oleh peneliti. Sejalan
dengan hal tersebut, Latipun (2002) mengemukakan bahwa penelitian eksperimen
merupakan penelitian yang dilakukan dengan melakukan manipulasi yang bertujuan
untuk mengetahui akibat manipulasi terhadap perilaku individu yang diamati.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berdasarkan
definisi dari beberapa ahli, dapat diketahui bahwa penelitian ekspermen adalah
penelitian yang dilakukan untuk mengetahui pengaruh pemberian suatu treatment
atau perlakuan terhadap subjek penelitian dan menguji hipotesis tentang ada
tidaknya pengaruh tindakan itu jika dibandingkan dengan tindakan lain.</span></div>
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<h2>
<a href="https://www.blogger.com/null" name="_Toc464419209"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">2.2 VARIABEL PENELITIAN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Variabel
penelitian pada dasarnya segala sesuatu yang berbentuk apa saja yang ditetapkan
oleh peneliti untuk dipelajari sehingga diperoleh informasi tentang hal
tersebut kemudian ditarik kesimpulannya. Menurut Hats dan Faraday (1981)
variabel didefinisikan sebagai atribut seseorang atau obyek yang mempunyai
variasi antara satu orang dengan yang lain atau satu obyek dengan obyek yang
lain. Dalam penelitian eksperimen dikenal tiga kelompok variabel yaitu variabel
eksperimen yang diberikan treatment atau tindakan, variabel control atau
pembanding dan variabel luar.</span></div>
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<br /></div>
<h2>
<a href="https://www.blogger.com/null" name="_Toc464419210"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">2.3 KARAKTERISTIK METODOLOGI PENELITIAN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Setiap
metode penelitian memiliki masing-masing karakter khas, menurut Ary (1985), ada
tiga karakteristik dalam penelitian eksperimen antara lain :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.3.1 Variabel
bebas yang dimanipulasi</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dimana peneliti
menjadikan salah satu dari sekian variabel bebas untuk menjadi sesuai dengan
apa yang diinginkan oleh peneliti, sehingga variabel lain dipakai sebagai
pembanding yang bisa membedakan antara yang memperoleh perlakuan dengan yang
tidak memperoleh perlakuan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.3.2 Variabel
yang berpengaruh dikontrol agar tetap konstan</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut Gay
(1982), control is an effort on the part of researcher to remove the influence
of any variable other than the independent variable that ought affect
performance on a dependent variable. Dengan kata lain, mengontrol merupakan
usaha peneliti untuk memindahkan pengaruh variabel lain yang mungkin dapat
mempengaruhi variabel terkait. Dalam pelaksanaan eksperimen, goup eksperimen
dan group kontrol sebaiknya diatur secara intensif agar karakteristik keduanya
mendekati sama.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.3.3 Observasi
langsung oleh peneliti</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan dari
kegiatan observasi dalam penelitian eksperimen adalah untuk melihat dan
mencatat segala fenomena yang muncul yang menyebabkan adanya perbedaan diantara
dua group.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut John W. Creswell (2008)
sebelum melakukan penelitian eksperimen, kita harus memahami karakteristik yang
ada penelitian tersebut, seperti :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Populasi
dipilih secara acak</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memiliki
variabel control</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Treatment
atau tindakan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Hasil
dapat di ukur dengan instrument penelitian</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Membandingkan
kelompok variabel</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l5 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Validitas
terukur</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dari pendapat ahli diatas dapat
disimpulkan bahwa karakteristik yang perlu diperhatiakan dalam penelitian
ekspermen, yaitu sampel dipilih secara acak sehingga penelitian valid, kemudian
adanya variabel kontrol sebagai pembanding dengan variabel eksperimen, adanya
tindakan (treatment) yang dilakukan pada salah satu variabel atau beberapa
variabel dengan tindakan yang berbeda, selanjutnya dibandingkan antar
variabelnya.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<h2>
<a href="https://www.blogger.com/null" name="_Toc464419211"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">2.4 TUJUAN PENELITIAN EKSPERIMEN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan
penelitian eksperimen adalah untuk meneliti pengaruh dari suatu perlakuan
terhadap gejala suatu kelompok tertentu dibandingkan dengan kelompok lain yang
menggunakan perlakuan yang berbeda.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<h2>
<a href="https://www.blogger.com/null" name="_Toc464419212"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">2.5 SYARAT-SYARAT METODE PENELITIAN EKSPERIMEN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Sebuah
penelitian agar berjalan dengan baik dan akurat jika dilaksanakan dengan kaidah
tertentu. Seperti halnya dengan penelitian eksperimen, akan memberikan hasil
yang valid jika dilaksanakan mengikuti syarat-syarat yang ada.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berkaitan dengan hal tersebut,
Wilhelm Wundt dalam Alsa (2004) mengemukakan syarat-syarat yang harus dipenuhi
oleh peneliti dalam melaksanakan penelitian eksperimen yaitu</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.5.1 Peneliti
harus dapat menentukan secara sengaja kapan dan dimana ia akan melakukan
penelitian.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.5.2 Penelitian
terhadap hal yang sama harus dapat diulang dalam kondisi yang sama.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.5.3 Penelitian
harus dapat memanipulasi (mengubah, mengontrol) variabel yang diteliti sesuai
dengan yang dikehendakinya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.5.4 Diperlukan
kelompok pembanding (control group) selain kelompok yang diberi perlakuan
(experimental group).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<h2>
<a href="https://www.blogger.com/null" name="_Toc464419213"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">2.6 LANGKAH-LANGKAH MELAKUKAN METODE PENELITIAN EKSPERIMEN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Langkah-langkah
dalam penelitian ekperimen pada dasarnya hamper sama pada penelitian lainnya.
Menurut Gay (1982) langkah-langkah penelitian dalam eksperimen yang perlu
ditekankan adalah sebagai berikut :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>2.6.1<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Adanya
permasalahan yang signifikan untuk diteliti.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.6.2
Pemilihan subjek yang cukup untuk dibagi dalam kelompok eksperimen dan kelompok
control.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>2.6.3
Pembuatan atau pengembangan instrumen.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>2.6.4
Pemilihan desain penelitian.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>2.6.5
Eksekusi prosedur.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>2.6.6
Melakukan analisis data.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>2.6.7
Memformulasikan simpulan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut
Marguerite mengemukakan terdapat 10 tahapan dalam eksperimen yaitu :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menentukan
topik</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Meninjau
referensi yang relevan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menyusun
hipotesis</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memilih
dan menetapkan peserta kelompok</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menentukan
instrument pengukuran</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menentukan
kelompok variabel eksperimen dan variabel control</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menyusun
treatment atau tindakan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">h.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mengumpulkan
dan menganalisa data</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">i.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Membuat keputusan tentang hipotesis
(sesuai atau tidak sesuai)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">j.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menyusun simpulan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dari pendapat ahli diatas, dapat
disimpulkan bahawa langkah-langkah yang perlu diperhatikan dalam penelitian
eksperimen diawali dengan menentukan masalah yang akan dijadikan topik
penelitian, selanjutnya mencari sampel dan populasi yang telah ditentukan, lalu
mencari referensi dasar teoristik untuk menyusun hipotesis, kemudian
mengelompokkan variabel kontrol dan variabel eksperimen serta menyusun instrument,
selanjutnya dilakukan tindakan pada salah satu variabel atau kedua variabel
dengan tindakan yang berbeda, setelah selesai tindakan data yang di dapat
kemudian dianalisa sesuain atau tidak dengan hipotesis yang disusun.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<h2>
<a href="https://www.blogger.com/null" name="_Toc464419214"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">2.7 KELEBIHAN DAN KELEMAHAN METODE EKSPERIMEN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.7.1 Kelebihan
metode eksperimen</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>a. Eksperimen di desain untuk dapat
mengendalikan secara ketat pada variabel-variabel ektra yang tidak berhubungan
dengan variabel yang sedang diamati.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>b. Penelitian eksperimen memiliki
efesiensi yang tinggi. Penelitian eksperimen dapat dilakukan pada populasi yang
terbatas, sehingga tidak banyak membutuhkan subjek untuk terlibat dalam proses
eksperimen.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>2.7.2
Kelemahan metode eksperimen</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>Menurut
Cambell dan Stanley dalam Ross dan Morrison (2003 : 1024) ada beberapa
kelemahan dalam validasi internal antara lain : history, maturation, testing,
instrumentation, selection, statistical regretion, experiment mortality,
dissfusion of treatment. Kelemahan-kelemahan tersebut dapat dijelaskan sebagai
berikut :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">History</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Banyak kejadian dimasa
lampau yang dapat mempengaruhi validitas penelitian eksperimen yang disebabkan
oleh adanya interaksi antar individu.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Maturation</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Beberapa perubahan
dapat terjadi pada dependent variable yang berfungsi dalam kurun waktu dan
bukan kejadian yang spesifik ataupun kondisi tertentu.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Testing</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Proses pengujian juga
dapat menimbulkan distorsi yang akan mempengaruhi hasil-hasil eksperimen.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Instrumentation</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Instrumen yang
digunakan dalam penelitian eksperimen kadang kala sudah tidak sesuai lagi dengan
standart yang berlaku.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Selection<br />
peneliti kadang masih menggunakan unsur subjektifitas dalam memilih orang yang
akan dijadikan objek eksperimen yang baik.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Stastistical
regretion</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Peneliti kadang kala
dihadapkan pada kesulitan apabila hasil yang diperoleh dalam penelitian
menghasilkan skor yang ekstrim.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Experiment
mortality</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 1.25in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dalam penelitian
ekperimen sering kali terjadi perubahan komposisi kelompok yang diobservasi.
Ada anggota kelompok yang harus di drop karena tidak sesuai dengan situasi
pengetesan saat tertentu.</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<b><span style="font-family: "Cambria","serif"; font-size: 16.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 16.0pt;"><br clear="all" style="page-break-before: always;" />
</span></b>
<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464419215"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">BAB
III</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></h1>
<div align="center" class="MsoListParagraph" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENUTUP</span></b></div>
<h2>
<a href="https://www.blogger.com/null" name="_Toc464419216"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">3.1 KESIMPULAN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"> </span></h2>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>penelitian
ekspermen adalah penelitian yang dilakukan untuk mengetahui pengaruh pemberian
suatu treatment atau perlakuan terhadap subjek penelitian dan menguji hipotesis
tentang ada tidaknya pengaruh tindakan itu jika dibandingkan dengan tindakan
lain. Penelitian eksperimen merupakan salah satu metode penelitian yang
memerlukan persyaratan paling ketat guna mencapai tujuan penelitian khususnya
untuk menentukan hubungan sebab akibat. Variabel yang digunakan dalam
penelitian eksperimen sudah dibangun secara tegas oleh sejak awal penelitian,
ada dua variabel yaitu variabel bebas dan variabel terikat. Ada dua macam
penelitian jika ditinjau prosesnya yang pertama adalah penelitian labolatorium
dan penelitian lapangan. Penelitian diluar lapangan ininlebih banyak digunakan
karena penelitian luar lapangan mempunyai banyak keunggulan diantaranya :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Variabel
eksperimen lebih kuat dibanding dengan variabel penelitian pada penelitian
labolatorium.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Lebih
mudah dalam memberikan perlakuan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dapat
dilakukan setting eksperimen dengan mendekati keadaan sebenarnya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Hasil
eksperimen lebih aktual dengan permasalahan yang dihadapi.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; text-align: justify;">
<br /></div>
<h2>
<a href="https://www.blogger.com/null" name="_Toc464419217"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;">3.2 SARAN</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; font-style: normal; line-height: 115%; mso-bidi-font-style: italic;"></span></h2>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Demikianlah
makalah ini kami buat, semoga bermanfaat dan menambah pengetahuan para pembaca.
Kami mohon maaf apabila ada kesalahan ejaan dalam penulisan kata dan kalimat
kurang jelas. Karena kami hanyalah manusia biasa yang tidak luput dari
kesalahan. Dan kami mengharapkan saran dan kritik dari pembaca.demi
kesempurnaan makalah ini. Sekian penutup dari kami semoga dapat diterima di
hati dan kami ucapkan terima kasih yang sebesar-besarnya.</span></div>
<b><span style="font-family: "Cambria","serif"; font-size: 16.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 16.0pt;"><br clear="all" style="page-break-before: always;" />
</span></b>
<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464419218"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">DAFTAR
PUSTAKA</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></h1>
<div align="center" class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: center;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ary, D Jacob,. L.C and Razavieh, A.
<i style="mso-bidi-font-style: normal;">Introduction to Research in Education</i>.
</span><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3<sup>rd
</sup><s><sub><span style="mso-spacerun: yes;"> </span></sub></s></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Education. (New York: Holt, Rinehart and
Winston, 1985). h.88</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Asmadi Alsa, <i style="mso-bidi-font-style: normal;">Pendekatan Kuantitatif Kualitatif dalam
Penelitian Psikologi</i>. (Yogyakarta : Pustaka Pelajar. 2004). Halaman 54</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Gay, L.R</span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">, </span><i><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Educational Research
Competencies for Anal</span></i><i><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">y</span></i><i><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">sis & Application. 2<sup>nd</sup> Edition. </span></i><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">(Ohio: A Bell &
Howell Company, 1983). h. 128.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Jhon W. Creswell, <i>Educational
Research: Planning, Conducting and Evaluating Quantitative and Qualitative
Research. 3<sup>rd</sup> Edition.</i> (New Jersey:
Pearson Education, Inc., 2008). h. 300</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Latipun, <i style="mso-bidi-font-style: normal;">Psikologi Eksperimen</i>, (Malang; UMM
Press, 2002), halaman 18</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sugiyono</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">, <i>op.
cit.,</i></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> h. 2.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sugiyono</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">, <i>op.
cit</i>., h.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">72</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Supardi. <i>Dasar-dasar
Penelitian Bidang Pendidikan</i>. (Jakarta: Ditjen Peningkatan Mutu
Depdiknas, 2007). h. 8</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sutrisno Hadi</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">, </span><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Metodologi Research
Jilid 4</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">. (Yogyakarta: Yayasan Penerbit Fakultas Psikologi
UGM, 1985). h. 87</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-5325135494929360522016-11-06T18:43:00.005-08:002016-11-06T18:43:59.432-08:00METODE PENELITIAN KORELASI<!--[if !mso]>
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" width="200" /> </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069186"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 28.0pt; line-height: 115%;">MAKALAH
METODE PENELITIAN KORELASI</span></b></a></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-bookmark: _Toc464069186;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Anggota
kelompok:</span></b></span></div>
<div align="center" class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo7; text-align: center; text-indent: -.25in;">
<span style="mso-bookmark: _Toc464069186;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Kacong</span></b></span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo7; text-align: center; text-indent: -.25in;">
<span style="mso-bookmark: _Toc464069186;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Tommi
mazda</span></b></span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo7; text-align: center; text-indent: -.25in;">
<span style="mso-bookmark: _Toc464069186;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Alfan
agus</span></b></span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo7; text-align: center; text-indent: -.25in;">
<span style="mso-bookmark: _Toc464069186;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Aditya
sunawan</span></b></span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo7; text-align: center; text-indent: -.25in;">
<span style="mso-bookmark: _Toc464069186;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Bharep
suryadi</span></b></span></div>
<div align="center" class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo7; text-align: center; text-indent: -.25in;">
<span style="mso-bookmark: _Toc464069186;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Maulana
mahardika<br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></b></span></div>
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<br /></div>
<h1 align="center" style="text-align: center;">
<span style="mso-bookmark: _Toc464069186;"><span lang="IN">KATA PENGANTAR</span></span></h1>
<div class="MsoNormal" style="tab-stops: 259.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 259.0pt; text-align: justify;">
<span lang="MS" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: MS; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Assalamu alaikum wr. Wb.<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="MS" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: MS; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-tab-count: 1;"> </span>Alhamdulillah puji syukur kita
panjatkan kehadirat tuhan yang maha esa, atas rahmat hidayah dan izinnya kami
dapat menyelesaikan makalah ini dengan judul “</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">METODE
PENELITIAN KORELASI</span><span lang="MS" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: MS; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">” dimana dapat diselesaikan tepat
pada waktunya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="MS" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: MS; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-tab-count: 1;"> </span>Tugas ini merupakan tugas dari mata
kuliah “</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">METODOLOGI PENELITIAN</span><span lang="MS" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: MS; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">” penyusunan makalah ini kami mengalami kendala atau hambatan namun semua
dapat di atasi dengan baik karena bantuan dari semua pihak yang membantu
kami<span style="mso-spacerun: yes;"> </span>dalam penyusunan makalah ini. Kami
mengucapkan terima kasih kepada semua pihak yang telah membantu kami.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span lang="MS" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: MS; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-tab-count: 1;"> </span>Kami
yakin makalah yang ka</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">mi susun</span><span lang="MS" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: MS; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> masih jauh
dari kesempurnaan. Karena itu kami sangat mengharapkan kritik dan saran dari
semua pihak demi penyempurnaan makalah kami berikutnya</span><span lang="IN"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></div>
<span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
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<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069188"><span lang="IN">PENDAHULUAN</span></a></h1>
<h1 style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069189"><span lang="IN">BAB I</span></a></h1>
<h2 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069190"><span lang="IN">LATAR BELAKANG</span></a></h2>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 5.0pt; text-align: justify;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Penelitian merupakan kegiatan ilmiah yang didasarkan
pada suatu masalah yang memerlukan solusi yang tepat. Dalam kehidupan selalu
ada masalah, baik masalah pribadi, keluarga, masyarakat dan negara. Dari semua
masalah tersebut, tidak semua masalah yang memerlukan solusi dalam bentuk
kegiatan penelitian. Perbedaanya adalah pada kegiatan penyelesaian masalah.
Selain masalah, komponen penting yang harus ada dalam penelitian adalah tujuan
penelitian sehingga dapat ditentukan metode yang tepat untuk penyelesain
masalah. Kegiatan penyelesaian masalah yang disebut penelitian dapat dilakukan
secara sistematis dengan mengikuti metodologi, dikontrol, dan didasarkan teori
yang ada serta diperkuat dengan gejala yang ada (Sukardi, 2004:3). </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 5.0pt; text-align: justify;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">(sumber: internet/imel’s Blog)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 5.0pt; text-align: justify;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Secara umum, penelitian dapat dibedakan dari beberapa
aspek, diantaranya aspek tujuan, aspek metode, aspek kajian. Menurut Gay
(dalam Sukardi, 2004:13) Aspek tujuan terdiri dari penelitian dasar dan lanjut.
Aspek metode terdiri atas penelitian deskriptif, penelitian sejarah, penelitian
survei, penelitian <i>ex-postfakto</i>, penelitian eksperimen, penelitian kuai
eksperimen. Sedangkan, aspek kajian sesuai bidang garapan dapat dibagi menjadi
dua, yaitu penelitian kependidikan dan penelitian nonkependidikan (Sukardi,
2004:13-16).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 5.0pt; text-align: justify;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Masalah penelitian dapat dibagi dalam berbagai bidang
diantaranya bidang pendidikan, kesehatan, sosial, ekonomi, dan lain-lain. Salah
satu bidang penelitian yang memerlukan perhatian khusus adalah bidang
penelitian pendidikan. Secara umum metode penyelesaian masalah pada penelitian
pendidikan ada dua, yaitu metode kualitatif dan kuantitatif. Metode kualitatif
yang yang pengumpulan datanya berinteraksi langsung dengan objek penelitianya
dan hasilnya tidak diperoleh melalui prosedur statistik. Sedangkan metode
kuantitatif, pengumpulan datanya melalui instrumen penelitian berupa populasi
dan sampel serta hasilnya diperoleh melalui prosedur statistic. Salah satu
peneltian yang penting dan bermanfaat dalam dunia pendidikan adalah penelitian
korelasional.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
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<h2 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069191"><span lang="IN">RUMUSAN MASALAH</span></a></h2>
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<div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo1; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Apa
devinisi metode penelitian korelasi?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo1; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Apa
tujuan metode penelitian korelasi?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo1; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Apa
langkah-langkah metode korelasi?</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l3 level1 lfo1; text-indent: -.25in;">
<span lang="IN" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Apa kekurangan dan
kelebihan metode korelasi?</span><span lang="IN"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></div>
<h2 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069192"><span lang="IN">TUJUAN MAKALAH</span></a></h2>
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<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Untuk
mengetahui devinisi metode penelitian korelasi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Untuk
mengetahui tujuan metode penelitian korelasi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Untuk
mengetahui langkah-langkah metode penelitian korelasi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Untuk
mengetahui kekurangan dan kelebihan metode penelitian korelasi </span></div>
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<br /></div>
<b><span lang="IN" style="color: #4f81bd; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: major-fareast; mso-themecolor: accent1;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></b>
<h2>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"> </span></h2>
<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069193"><span lang="IN">BAB II</span></a></h1>
<h2 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069194"><span lang="IN">PEMBAHASAN</span></a></h2>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Devinisi
metode korelasi menurut para ahli</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Pengertian Menurut Para Ahli<br />
<i>Prof.Dr.Husaini Usman, M.Pd., M.T. & Purnomo Setiady Akbar, M.Pd</i>. <br />
Penelitian korelasi bermaksud mendeteksi seberapa jauh variasi pada suatu
faktor berhubungan dengan variasi atau lebih faktor lain berdasarkan koefisien
korelasinya</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">( </span><span lang="IN"><a href="http://www.lirikonline.com/"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">www.lirikonline.com</span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">
)<br />
<i>Creswell</i><br />
Penelitian Korelasional merupakan suatu uji statistik untuk menentukan
kecenderungan atau pola untuk dua atau lebih variabel atau data bervariasi
secara konsisten.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">( </span><span lang="IN"><a href="http://www.lirikonline.com/"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">www.lirikonline.com</span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">
)<br />
<br />
<i>Gay</i><br />
Penelitian Korelasional merupakan salah satu bagian penelitian ex-posteacto
karena biasanya peneliti tidak memanipulasi keadaan variabel yang ada dan
langsung mencari keberadaan hubungan dan tingkat hubungan variabel yang
direfleksikan dalam koefisien korelasi.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">( </span><span lang="IN"><a href="https://amanahtp.wordpress.com/"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">https://amanahtp.wordpress.com</span></a></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> )</span></div>
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Menurut
Sukardi (2004:166) penelitian korelasi mempunyai tiga karakteristik penting
untuk para peneliti yang hendak menggunakannya. Tiga karakteristik tersebut
adalah sebagai berikut.</span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Penelitian
korelasi tepat jika variabel kompleks dan peneliti tidak mungkin melakukan
manipulasi dan mengontrol variabel seperti dalam penelitian eksperimen.</span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Memungkinkan
variabel diukur secara intensif dalam setting (lingkungan) nyata.</span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Memungkinkan
peneliti mendapatkan derajat asosiasi yang signifikan.</span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">( </span><span lang="IN"><a href="https://amanahtp.wordpress.com/"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">https://amanahtp.wordpress.com</span></a></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> )</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Jadi pengertian metode korelasi menurut
kelompok kami adalah suatu penelitian yang digunakan untuk mengetahui hubungan
antara dua variabel atau lebih <span style="mso-spacerun: yes;"> </span>(1
variabel bebas dan 1 atau lebih variabel terikat) <span style="mso-spacerun: yes;"> </span>dalam suatu penelitian atau objek yang<span style="mso-spacerun: yes;"> </span>akan diteliti yang bersifat kuantitatif.</span></div>
<h2 align="center" style="text-align: center;">
<span lang="IN"> </span></h2>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Tujuan<span style="mso-spacerun: yes;"> </span>metode penelitian korelasi</span></b></div>
<div class="MsoNormal">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Tujuan penelitian korelasional menurut
Suryabrata (dalam Abidin, 2010) adalah untuk mendeteksi sejauh mana
variasi-variasi pada suatu faktor berkaitan dengan variasi-variasi pada satu
atau lebih faktor lain berdasarkan pada koefisien korelasi. </span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">( </span><span lang="IN"><a href="https://bintangkecilungu.wordpress.com/"><span style="border: none windowtext 1.0pt; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">https://bintangkecilungu.wordpress.com</span></a></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"> )</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"><span style="mso-spacerun: yes;"> </span>menurut Gay dalam Emzir (2009:38) Tujuan
penelitian korelasional adalah untuk menentukan hubungan antara variabel, atau
untuk menggunakan hubungan tersebut untuk membuat prediksi. Studi hubungan
biasanya menyelidiki sejumlah variabel yang dipercaya berhubungan dengan suatu
variabel mayor, seperti hasil belajar variabel yang ternyata tidak mempunyai
hubungan yang tinggi dieliminasi dari perhatian selanjutnya.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">( </span><span lang="IN"><a href="https://bintangkecilungu.wordpress.com/"><span style="border: none windowtext 1.0pt; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">https://bintangkecilungu.wordpress.com</span></a></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"> )</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Jadi
menurut pendapat kelompok kami tujuan metode peneelitian adalah :</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Untuk mengetahui arti pentingnya metode
penelitian </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Untuk menilai hasil-hasil peneelitian</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Untuk mengembangkan anak untuk berpikir
dalam pengetahuan korelasi secara efektif dan efisien. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Untuk membuat siswa aktif untuk melakukan
penelitian</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Untuk melihat seberapa erat hubungan
antara dua variabel.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Langkah-langkah-langkah metode penelitian korelasi</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l6 level1 lfo5; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Identifikasi masalah,
yaitu pengamatan, pengenalan masalah, pencatatan masalah.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l6 level1 lfo5; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mennyusun kerangka teori
dan hipotesis </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l6 level1 lfo5; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mengembangkan instrumen
dalam pengumpulan data</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l6 level1 lfo5; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menganalisis data untuk
menguji hasil hipotesis dan menjawab masalah. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kekurangan dan kelebihan metode penelitian korelasi</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kelebihan</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Berguna untuk mengatasi
masalah yang berkaitan dalam bidang pendidikan, ekonomi, sosial. </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Peneliti dapat melakukan
analisis prediksi tanpa memerlukan sampel yang besar.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kelemahan</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bawah dengan korelasi
hanya mengidentifiksai apayang terjadi tanpa melakukan manipulasi<span style="mso-spacerun: yes;"> </span>dan mengontrol variabel.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penelitian ini juga
tidak dapat membangun hubungan dengan variabel yang lain.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify; vertical-align: baseline;">
<br /></div>
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<br /></div>
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<br /></div>
<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069195"><span lang="IN">BAB III</span></a></h1>
<h2 align="center" style="text-align: center;">
<span lang="IN">KESIMPULAN</span></h2>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Jadi korelasi digunakan untuk mencari
hubungan antara dua variabel yang bersifat kuantitatif. Dan korelasi merupakan
studi pembahasan mengenai hubungan atau asosiasi antara dua variabel. </span></div>
<div class="MsoNormal">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Kegiataan korelasi pengambilan data pada
ojek yang diteliti dalam menentukan variabel.serta<span style="mso-spacerun: yes;"> </span>variabel ini membutuhkan waktu yang cukup
lama dalam melakukan penelitian yang sering terjadi pada variabel terikat dan
variabel bebas. </span></div>
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<br /></div>
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<br /></div>
<span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
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<br /></div>
<h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc464069197"><span lang="IN">DAFTAR PUSTAKA</span></a></h1>
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<span lang="IN" style="font-family: "Times New Roman","serif";">EMZIR,2007
. METODOLOGI PENELITIAN Korelasi </span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">BANDUNG
: RAJA GRAFINDO PERSADA.</span></div>
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<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">( </span><span lang="IN"><a href="https://bintangkecilungu.wordpress.com/"><span style="border: none windowtext 1.0pt; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">https://bintangkecilungu.wordpress.com</span></a></span><span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">)</span></div>
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<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">Sukardi. 2008 metodologi penelitian
pendidikan kompetensi dan prakteknya</span></div>
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<span lang="IN" style="border: none windowtext 1.0pt; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; padding: 0in;">JAKARTA:BUMI AKSARA</span></div>
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<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">( </span><span lang="IN"><a href="https://amanahtp.wordpress.com/"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">https://amanahtp.wordpress.com</span></a></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">)</span></div>
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Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-73467390641693040222016-11-06T18:38:00.001-08:002016-11-06T18:38:21.057-08:00METODE PENELITIAN DESKRIPTIF SURVEY<!--[if !mso]>
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" 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<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: center; text-indent: 0in; vertical-align: baseline;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">METODE PENILITIAN DESKRIPTIF SURVEY</span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: center; text-indent: 0in; vertical-align: baseline;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></b><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b> </div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">KELOMPOK 1 :</span></b></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 56.7pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 56.7pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">MUHAMMAD ROFFI’I <span style="mso-tab-count: 2;"> </span>(14.1.01.09.0025)</span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 56.7pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">PUKUH DUWI P.<span style="mso-tab-count: 3;"> </span>(14.1.01.09.0070)</span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 56.7pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">WAHYU MAHAMSAH N. <span style="mso-tab-count: 2;"> </span>(14.1.01.09.0168)</span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 56.7pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">ACHMAD ANWAR S.<span style="mso-tab-count: 2;"> </span>(14.1.01.09.0185)</span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 56.7pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">YUDO BASWORO<span style="mso-tab-count: 3;"> </span>(14.1.01.09.0215)</span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 56.7pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">ACHMAT FITRIAN HIDAYAT <span style="mso-tab-count: 1;"> </span>(14.1.01.09.0216)</span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 56.7pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">FATONI YAHYA AL HAFIDZ <span style="mso-tab-count: 1;"> </span>(14.1.01.09.0268)</span></div>
<br /><h1 align="center" style="text-align: center;">
<a href="https://www.blogger.com/null" name="_Toc463939199"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">BAB I</span></a><span style="mso-bookmark: _Toc463939199;"></span><a href="https://www.blogger.com/null" name="_Toc463939200"></a><span style="mso-bookmark: _Toc463939200;"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;"><br />
</span></span><span style="mso-bookmark: _Toc463939200;"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">PENDAHULUAN</span></span><span style="mso-bookmark: _Toc463939200;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;"> </span>
</h1>
<h2 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939201"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;">A. Latar belakang</span></a><span style="mso-bookmark: _Toc463939201;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;"></span></h2>
<div class="MsoNormal" style="margin-left: 0in; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif";">Banyak jenis penelitian yang
termasuk sebagai penelitian deskriptif. Setiap ahli penelitian sering
berselisih pendapat dalam memberikan infomasi tentang metode pengertian
deskriptif. Perbedaan itu biasanya dipengaruhi oleh pandangan dan pengetahuan
yang menjadi latar belakang para ahli tersebut</span><br /><span lang="IN" style="font-family: "Times New Roman","serif";"></span><span lang="IN" style="font-family: "Times New Roman","serif";">
Metode penelitian deskriptif merupakan metode yang banyak digunakan
dikembangkan dalam penelitian ilmu-ilmu social, karena memang kebanyakan
penelitian sosial adalah bersifat deskriptif (Soejono,Abdurrahman, 1997:19),
walaupun jenis penelitian ini juga digunakan dalam penelitian ilmu eksata.<br />
Masih banyak orang yang belum memahami tentang metode deskriptif, baik itu
ciri-cirinya, jenis-jenisnya, langkah-langkah metodenya, kriterianya maupun
bagaimana cara mendapatkan informasi metode ini. Hal ini ternyata juga banyak
dialami oleh kalangan mahasiswa sendiri dimana mereka suatu saat nanti dituntut
untuk mampu dalam memahami dan menerapkan berbagai metode penelitian yang ada.<br />
Berdasarkan pada keadaan yang ada, maka pada makalah kali ini akan membahas
tentang metode penelitian deskriptif, yang diharapkan agar setelah mempelajari
makalah ini para siswa dapat memahami tentang metode deskriptif serta apa yang
ada di dalamnya.</span></div>
<div class="MsoNormal" style="margin-left: 0in; text-align: justify; text-indent: 0in;">
<br /></div>
<div class="MsoNormal" style="margin: 0in -2.3pt 0.0001pt 0in; text-align: justify; text-indent: 0in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif";">B. Rumusan
Masalah</span></b><span lang="IN" style="font-family: "Times New Roman","serif";"><br />
Berdasarkan pada latar belakang di atas, maka pembahasan dalam makalah ini akan
difokuskan pada masalah-masalah sebagai berikut.<br />
1. Bagaimana ciri-ciri, jenis dan langkah-langkah dalam metode penelitian
deskriptif?<br />
2. Apa saja kriteria pokok metode penelitian deskriptif?<br />
3. Bagaimana hubungan dan perbedaan antara metode deskriptif dan metode survei?<br />
4. Apa saja cara yang digunakan untuk memperoleh suatu informasi deskriptif?<br />
<br />
C. <b style="mso-bidi-font-weight: normal;">Tujuan Masalah</b><br />
Berdasarkan rumusan masalah di atas, maka pembahasan dalam makalah ini
bertujuan untuk: <br />
1. Mengetahui ciri-ciri, jenis dan langkah-langkah dalam metode penelitian
deskriptif.<br />
2. Mengetahui apa saja kriteria pokok metode penelitian deskriptif.<br />
3. Mengetahui hubungan dan perbedaan antara metode deskriptif dan metode
survei.<br />
4. Mengetahui cara-cara dalam memperoleh suatu informasi deskriptif.</span></div>
<h1 style="text-align: center;">
<span style="font-size: small;"><a href="https://www.blogger.com/null" name="_Toc463939202"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif";">BAB II</span></a><span></span><a href="https://www.blogger.com/null" name="_Toc463939203"></a><span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-weight: normal;"><br />
</span></span><span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif";">PEMBAHASAN</span></span></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif";"></span></h1>
<h2 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939204"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A. Pengertian Penelitian Deskriptif</span></a><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h2>
<div class="MsoNormal" style="margin-left: 0in; text-align: justify; text-indent: 0.5in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menurut
Hidayat syah penelitian deskriptif adalah metode penelitian yang digunakan
untuk menemukan pengetahuan yang sekuas-luasnya terhadap objek penelitian pada
suatu masa tertentu.<span style="mso-spacerun: yes;"> </span>Sedangkan menurut
Punaji Setyosari ia menjelaskan bahwa penelitian deskriptif adalah penelitian
yang bertujuan untuk<span style="mso-spacerun: yes;"> </span>menjelaskan atau
mendeskripsikan suatu keadaan, peristiwa, objek apakah orang, atau segala
sesuatu yang terkait dengan variabel-variebel yang bisa dijelaskan baik dengan angka-angka
maupun kata-kata.<span style="mso-spacerun: yes;"> </span>Hal senada juga
dikemukakan oleh Best bahwa penelitian deskriptif merupakan metode penelitian
yang berusaha menggambarkan dan menginterpretasi objek sesuai dengan apa
adanya. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0.5in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menurut Whintney (1960), metode deskriptif adalah
pencarian fakta dengan interpretasi yang tepat. Penelitian deskriptif
mempelajarai masalah-masalah dalam masyarakat serta tatacara yang berlaku dalam
masyarakat serta situasi-situasi tertentu, termasuk tentang hubungan,
kegiatan-kegiatan, sikap-sikap, pandangan-pandangan, serta proses-proses yang
sedang berlangsung dan pengaruh-pengaruh dari suatu fenomena. Dalam metode
deskriptif, peneliti bisa saja membandingkan fenomena-fenomena tertentu
sehingga merupakan suatu setudi komparatif . adakalanya peneliti mengadakan
klasifikasi, seerta penelitian terhadap fenomena-fenomena dengan menetapkan
suatu setandar atau suatu norma tertentu sehingga banyak ahli menamakan metode
deskriptif ini dengan nama survei normatif (normative survey). Dengan metode
deskriptif ini juga diselidiki kedudukan (status) fenomena atau factor dan
melihat hubungan antara satu factor dengan factor yang lain. Karenanya,
metode deskriptif juga dinamakan studi status (satus study).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode deskriptif juga ingin mempelajari norma-norma
atau setandar-setandar, sehingga penelitian deskriptif ini disebut juga survey
normative. Dalam metode deskriptif dapat diteliti masalah normative
bersama-sama dengan masalah setatus dan sekaligus membuat
perbandingan-perbandingan antar fenomena. Studi demikian dinamakan secara umum
sebagai studi atau penelitian deskriptif. Prespektif waktu yang dijangkau
dalam penelitian deskriptif , adalah waktu sekarang, atau sekurang-kurangnya
jangka waktu yang masih terjangkau dalam ingatan responden.</span></div>
<span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"></span></span><span style="mso-bookmark: _Toc463939205;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Secara harfiyah, metode deskriptif adalah metode
penelitian untuk membuat gambaran mengenai situasi atau kejadian, sehingga
metode ini berkehendak mengadakan akumulasi data dasar belaka. Namun, dalam
pengertian metode penelitian yang lebih luas, penelitian deskriptif mencakup
metode penelitian yang lebih luas di luar metode sejarah dan eksperimental, dan
secara lebih umum sering diberi nama, metode survei. Kerja peneliti, bukan saja
memberikan gambaran terhadap fenomena-fenomena, tetapi juga menerangkan
hubungan, menguji hipotesis-hipotesis, membut predeksi serta mendapatkan makna
dan implikasi dari suatu masalah yang ingin dipecahkan. Dalam mengumpulkan data
digunakan teknik wawancara, dengan mengunakan <i>schedule
questionair </i>ataupun<i> interview guide.</i></span></div>
<h2 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939206"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">B. Jenis-jenis Penelitian Deskriptif</span></a><span style="mso-bookmark: _Toc463939206;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h2>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dtinjau dari jenis masalah yang diselidiki, teknik dan
alat yang digunakan dalam menliti, serta tempat dan waktu penelitian dilakukan,
penelitian desekriptif dapat dibagi atas bebeprapa jenis yaitu:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15pt; text-align: justify; text-indent: -0.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode survey,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15pt; text-align: justify; text-indent: -0.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode deskriptif berkesinanbungan (<i>Continuity
deskrptive</i>),</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15pt; text-align: justify; text-indent: -0.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penelitian Studi kasus,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15pt; text-align: justify; text-indent: -0.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penelitian analisis pekerjaan dan aktivitas,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15pt; text-align: justify; text-indent: -0.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penelitian tindakan (<i>action research</i>),</span></div>
<div class="MsoListParagraph" style="text-align: justify; text-indent: -0.25in;">
<a href="https://www.blogger.com/null" name="_Toc463939207"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode survey</span></b></a><span style="mso-bookmark: _Toc463939207;"></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode survei adalah penyelidikan yang diadakan untuk
memperoleh fakta-fakta dari gejala-gejala yang ada dan mencari
keterangan-keterangan secara factual, baik tentang institusi sosial, ekonomi,
atau politik dari suatu kelompok ataupun suatu daera. Metode survey membedah
dan menguliti serta mengenal masalah-masalah serta mendapatkan pembenaran
terhadap keadaan dan praktik-praktik yang sedang berlangsung. Dalam metode
survei juga dikerjakan evaluasi serta perbandingan-perbandingan terhadap
hal-hal yang telah dikerjakan orang dalam menangani situasi atau masalah yang
serupa dan hasilnya dapat digunakan dalam pembuatan rencana dan pengambilan
keputusan di masa mendatang. Penyelidikan dilakukan dalam waktu yang bersamaan
terhadap sejumlah individu atanu unit, baik secara sensus atau dengan
mengunakan<i> sample. </i>Unit yang digunakan dalam metode survei
cukup besar. Misalnya, Kinsey, et al., (1948) dalam penelitian meraka mengenao
tinggah laku seksual di Amerika Seriakat telah menggunakan <i>sample </i>dengan
12 ribu orang anggota <i>sample. </i>Banyak sekali masalah dap;t
diteliti dengan mengunakan metode survey, termasuk bidang produksi dan tata
niaga (survey produksi dan tata niaga ), usaha tani(surve usaha tani), masalah
kemasyarakatan (survey sosial), masalah komunikasi daan pendapat umum (survei
pendat umum), masalah politik (survey politik), masalah pendidikan (survey
pendidikan dan persekolahan), dan sebagainya.</span></div>
<div class="MsoListParagraph" style="line-height: normal; mso-list: l4 level1 lfo15; mso-outline-level: 3; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<a href="https://www.blogger.com/null" name="_Toc463939208"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode
deskritif berkesinambungan</span></b></a><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 15.0pt; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode deskriptif berkesinambungan (<i>continuity
descriptive research</i>), adalah kerja meneliti secara deskriptif yang
dilakukan secara terus menerus atas suatu objek penelitian. Sering kali dilakukan
dalam meneliti masalah-masalah sosial.pengetahuan yang lebih menyeluruh dari
masalah serta fenomena dan ketentuan-ketentuan sosial dapat diperoleh jika
hubungan-hubungan fenomena dikaji dalam suatu interval perkembangan dalam suatu
periode yang lama. Dengan memperhatikan secara detail perubahan-perubahan yang
dinamis dalam suatu interval tertentu, maka generalisasi suatu situasi atau
fenomena secara dinamis dapat dibuat. Meneliti yang berkehendak menjangkau
informasi factual yang mendetail secara interval dinamakan penelitian
deskriptif berkesinambungan. Jika perhatian dipusatkan kepada
perubahan-perubahan prilaku atau pandangan, maka teknik dalam meneliti
dinamakan teknik panel. Teknik ini berupa wawancara dengan kelompok-kelompok
manusia yang sama pada situasi yang berbeda. Informasi yang diinginkan bisa
saja kuantitatif , seperti jumlah konsumsi, anggaran belanja keluarga, dan
sebagainya.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penggunaan metode deskriptif berkesinambungan lebih
popular dalam mengkaji masalah sosial. Misalnya, Whitney dan Milholland (1930)
mempelajari status akademis dari mahasiswa tingkat persiapan dari<i> Colorado</i> <i>State
Colege of Education </i>pada tahun 1930. Penelitian dilakukan dalam waktu
empat tahun, dengan menlurusi status akademis sejak tingkat persiapan sampai
dengan lulus sarjana muda.</span></div>
<h3 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939209"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3. Penelitian Studi Kasus</span></a><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h3>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Studi kasus, atau penelitian kasus (<i>case study</i>),
adalah penelitian tentang status subjek penelitian yang berkenan dengan suatu
fase spesifik atau khas dari keselurahan personalitas (Maxfield, 1930). Subjek penelitian
dapat saja individu, kelompok, lembaga, maupun masyarakat. Peneliti ingin
mempelajari secara intensif latar belakang serta interaksi lingkungan dari
unit-unit sosial yang menjadi subjek. Tujuan studi kasus adalah untuk
memberikan gambaran secara mendetail latar belakang, sifat-sifat serta
karakter-karakter yang khas dari kasus, ataupun status dari individu, yang
kemudian dari sifat-sifat khas di atas akan jadikan suatu hal yang bersfat
umum. Pada mulanya, studi kasus ini banyak digunakan dalam penelitian
obat-obatan dengan tujuan diagnosis, tetapi kemudian penggunaan studi kasus
telah meluas sampai kebidang-bidang lain.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hasil dari penelitian kasus merupakan suatu
generalisasi dari pola-pola kasus yang tipikal dari individu, kelompok,
lembaga, dan sebagainya. Tergantung dari tujuannya, ruang lingkup dari studi
dapat mencakup segmen atau bagian tertentu atau mencakup keseluruhan siklus
kehidupan dari individu, kelompok, dan sebagainya, baik dengan penekanan
terhadap factor-faktor kasus tertentu, atau meliputi keseluruhan factor-faktor
dan fenomena-fenomena. Stadi kasus lebih menekankan mengkaji vairabel yang
cukup banyak pada jumlah unit yang kecil. Ini berbeda dengan metode survei,
dimana peneliti cenderung mengevaluasi variabel yang lebih sedikit, tetapi
dengan unit <i>sample</i> yang relatif besar.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Studi kasus banyak dikerjakan untuk meneliti desa,
kota besar, sekelompok manusia <i>drop out</i>, tahanan-tahanan,
pimpinan-pimpinan, dan sebagainya. Jika stadi kasus ditujukan untuk menliti
kelompok, maka perlu dikisahkan atau diisolasikan kelompok-kelompok dalam
onggokan yang homogen.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Stadi kasus banyak kelemahan disamping adanya
keunggulan-keunggulan. Studi kasus mempunyai kelemahan karena anggota sampel
yang terlalu kecil, sehingga sulit dibuat inferensi kepada populsi. Disamping
itu, studi kasus sangat dipengaruhi oleh pandangan subjektif dalam pilihan
kasus karena adanya sifat khas yang dapat saja terlalu dibesar-besarkan.
Kurangnya objektifitas, dapat disebabkan karena kasus cocok benar dengan konsep
yang sebelumnya telah ada pada si peneliti, ataupun dalam penetapan serta
pengikutsertaan data dalam konteks yang bermakna yang menjurus pada
interprestsi subjektif.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Studi kasus mempunyai keunggulan sebagai suatu studi
untuk mendukung studi-studi yang besar di kemudian hari. Studi kasus mendukung
studi-studi yang besar di kemudian hari studi kasus dapat memberikan
hipotesis-hipotesis untuk penelitian lanjutan. Dari segi edukatif, maka studi
kasus dapat digunakan sebagai contoh ilustrasi baik dalam perumusan masalah, penggunaan
statistik dalam menganalisis data serta cara-cara perumusan generalisasi dan
kesimmpulan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Marilah kita lihat sebuah contoh studi kasus tentang
anak-anak yang tidak dapat menguasai teknik membaca karena jenis-jenis sebab.
Penelitian yang memakan waktu dua tahun, secara mendetail telah mempelajari
hal-hal berikut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l6 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menentukan sejarah dari sekolah dan rumah tangga sang
anak.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l6 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menentukan setatus sekarang dari anak.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l6 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mengadakan diagnosis terhadap kesukaran-kesukaran
membaca sang anak</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l6 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menentukan sebab musabab si anak mempunyai
kekurangan-kekurangan dalam membaca.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l6 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mengukur dari hasil pengajaran.</span></div>
<div class="MsoNormal" style="margin-left: 0in; text-align: justify; text-indent: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 0in; text-align: justify; text-indent: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Langkah-langakah
pokok dalam meneliti kasus adalah sebagai berikut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Rumuskan tujuan penelitian.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Tentukan unit-unit studi, sifat-sifat mana yang
akan diteliti dan hubungkan apa yang akan <br />
<span style="mso-spacerun: yes;"> </span>dikaji serta proses-proses apa yang
akan menuntun penelitian.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. tentukan rancangan serta pendekatan dalam memilih
unit-unit dan teknik pengumpulan <br />
<span style="mso-spacerun: yes;"> </span>data mana yang digunakan.
Sumber-sumber data apa yang tersedia</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. kumpulkan data.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Organisasikan informasi serta data yang terkumpul
dan analisis untuk membuat interpretasi <br />
<span style="mso-spacerun: yes;"> </span>seta generalisasi.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">f. Susun laporan dengan memberikan kesimpulan serta
implikasi dari hasi penelitian.</span></div>
<div class="MsoNormal">
<a href="https://www.blogger.com/null" name="_Toc463939210"><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b></a></div>
<h3 style="text-align: justify;">
<span style="mso-bookmark: _Toc463939210;"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4.Studi atau penelitian komperatif</span></span><span style="mso-bookmark: _Toc463939210;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h3>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penelitian komperatif adalah sejenis penelitian
deskriptif yang ingin mencari jawab secara mendasar tentang sebab-akibat,
dengan menganalisis factor-faktor penyebab terjadinnya atau munculnya suatu
fenomena tertentu. Jangakauan waktu adalah masa sekarang, karena jika jangkauan
waktu terjadinya adalah masa lampau, maka penelitian tersebut termasuk dalam
metode sejarah. Dalam studi komperatif ini, memeng sulit untuk mengetahui
factor-faktor penyebab yang dijadikan dasar pembanding, seperti penelitain
komperatif tidak mempunyai control. Hal ini semakin nyata kesulitannya
jika kemungkinan-kemungkinan hubungan antar fenomena banyak sekali jumlahnya</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Studi komperatif banyak sekali dilakukan jika metode
eksperimental tidak dapat diperlukan. Bidang studi mencakup penghiduupan kota
dan desa, dengan membandingkan pengaruh sebab akibat dari mekanan, rekreasi,
waktu kerja, ketenangan kerja, dan sebagainnya. Penelitian komperatif dapat
dilakukan untuk mencari pola tingkahlaku serta prestsi belajar dengan
membedakan unsur waktu masuk sekolah, dan lain-lain.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode penelitian komperatif adalah bersifat ex post
facto. Artinya, data dikumpulkan setelah semua kejadian yang dikumpulkan telah
selesai berlangsung. Peneliti dapat melihat akibat dari suatu fenomena dan
menguji hubungan sebab akibat dari data-data yang tersedia. Keunggulan metode
ini adalah sebagai berikut.</span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 7.1pt; text-align: justify; text-indent: -42.55pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 7.1pt; text-align: justify; text-indent: -42.55pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 7.1pt; text-align: justify; text-indent: -42.55pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 7.1pt; text-align: justify; text-indent: -42.55pt; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 7.1pt; text-align: justify; text-indent: -42.55pt; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode komparatif dapat mensubtisusikan metode
eksperimental karena beberapa alasan:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l14 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jika sukar diadakan kontrol terhadap salah satu faktor
yang ingin diketahui atau diselidiki hubungan sebab-akibat.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l14 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apabila teknik untuk mengadakan vaiabel kontrol dapat
menhalangi penampilan fenomena secara normal ataupun tidak memungkinkan adanhya
interaksi secara normal.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l14 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penggunaan laboratoriuum untuk penelitian untuk
dimungkinkan, baik karena kendala teknik, keungan, maupun etika, dan normal.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; text-align: justify; text-indent: 21.0pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; text-align: justify; text-indent: 21.0pt; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dengan adanya teknik yang lebih
mutakhir serta alat setatistik yang lebih maju, membuat penelitian komparatif
dapat mengadakn estimasi terhadap parameter-parameter hubungan kausal secara
lebih efektif.</span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Disamping keunggulan-keunggulan, penelitian komparatif
mengandung kelemahan-kelemahan, antara lain sebagai berikut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Karena penelitian komparatif
sefatnya <i>ex post facto</i>, maka penelitain tersebut tidak mempunyai
kontrol terthadap variabel bebas. Peneliti hanya berpegang pada penampilan
variabel sebagaimana adanya, tanpa kesempatan mengatur kondisi ataupun
mengadakan manipulasi terhadap bebrapa variabel. Karena itu, sipenelitia
diharapkan mempunyai cukup banyak alas an dalam mempertahankan hasil
hubungan-hubungan kasual yang ditemukan, dan dapat mengajukan
hipotesis-hipotesis saingan untuk membuat jastifikasi terhadap
kesimpulan-kesimpulan yang ditarik.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l13 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sukar
memperoleh kepastian, apakah faktor-faktor suatu hubungan kausal yang
diselidiki benar-benar relaevan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l13 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Karena
faktor-faktor bukan bekerja secara merdeka tetapi saling berkaitan antara satu
dengan lain, maka interaksi antar faktor-faktor tunggal sebagai penyebab atau
akibat terjadinya suatu fenomena sukar diketahui. Bahkan akibat dari faktor
ganda, bisa saja dikarenakan oleh faktor diluar cakupan penelitian yang
bersangkutan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l13 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Adakalanya
dua atau lebih faktor memperlihatkan adanya hubungan, tetapi belum tentu bahwa
hubungan yang diperlihatkan adalah hubungan sebab-akibat. Mungkin saja hubungan
variabel tersebut dikarenakan oleh adanya keterkaitan dengan faktor-faktor lain
diluar itu. Dilain pihak, andai kata pun telah diketemukan bahwa hubungan
antara faktor-faktor adalah hubungan sebab-akibat, tetapi masih sukar untuk
dipisahkan faktor mana sebagai penyebab dan faktor mana yang merupakan akibat</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l13 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mengkatagorisasikan
subjek dalam dikotomi (misalnya, dalam katagori demokrasi dan otoriter, pandai
bodoh, tua-muda, dan sebagainya) untuk tujuan perbandingan, dapat menjurus
kepada pengambilan keputusan dan kesimpulan yang salah akibat katagori-katagori
dikhotomi yang dibuat mempunyai sifat kabur, bervariasi, samar-samar,
mengahendaki <i>valuejudgement</i>, dan tidak kokoh.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Langkah-langkah pokok dalam studi komparatif adalah
sebagai berikut,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l10 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rumuskan dan
definisikan masalah.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l10 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rumuskan
kerangka troritis dan hipotesis-hipotesis serta asumsi-asumsi yang dipakai.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l10 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Buatlah
rancangan penelitian:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; tab-stops: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pilih subjek yang digunakan dengan
teknik pengumpulan data yang diinginkan;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kategorikan sifat-sifat atau atribut-atribut atau
hal-hal lain yang sesuai dengan masalah-masalah yang ingin dipecahkan, untuk
memudahkan analisis sebab-akibat.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l7 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Uji hipotesis, buat interpretasi terhadap hubungan
dengan teknik statistic yang tepat.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l7 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Buat gegeralisasi, kesimpulan, serta implikasi
kebijakan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l7 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Susun laporan dengan cara penulisan ilmiah.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span></span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 15.0pt; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dalam penelitian komparatif, sering digunakan teknik
korelasi, Dalam penelitian komparatif, sering digunakan teknik korelasi, yaitu
meneliti derajat ketergantungan dalam hubungan-hubungan antarvariabel dengan
menggunakan koefisien korelasi. Namun, perlu dijelaskan bahwa penggunaan
koefisien korelasi hanya menyatakan tinggi rendahnya ketergantungan antar
variabel yang diuji, tetapi tidak menyatakan ada tidaknya hubungan yang
terjadi. Ini berbeda dengan penggunaan metode eksperimental. Pada metode
eksperimental, peneliti dapat menguji ada tidaknya efek tertentu. Dengan
demikian, penggunaaan teknik korelasi dalam penelitian komparatif mengandung
kelemahan-kelemahan, antara lain sebagai berikut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l1 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menjurus pada keterbiasaan menggunakan teknik korelasi
dengan memasang variabel apa saja tanpa pilih yang menjurus pula interpretasi
yang salah. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l1 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tidaknya adanya kontrol terhadap variabel bebas, dan tidak
dapat melihat ada tidaknya hubungan kausal antar variabel. Peneliti tidak dapat
mengenai yang mana variabel bebas dan mana variabel dependen.</span></div>
<div class="MsoNormal">
<a href="https://www.blogger.com/null" name="_Toc463939211"><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b></a></div>
<h3 style="text-align: justify;">
<span style="mso-bookmark: _Toc463939211;"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5. Penelitian Analisis kerja dan aktivitas</span></span><span style="mso-bookmark: _Toc463939211;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h3>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Analisis Kerja dan Aktivitas (<i>job and activity
analysis</i>), merupakan penelitian dengan menggunakan metode deskriptif.
Penelitian itu ditujukan untuk menyelidiki secara terperinci aktivitas dan
pekerjaan manusia. Dan hasil penelitian tersebut dapat memberikan
rekomendasi-rekomendasi untuk keperluan masa yang akan datang. Penenlitian
perkejaan di bidang industri dinamakan <i>job analysis</i> (analisis
pekerjaan), sedangkan penelitian di bidang pertanian , disebut analysis
aktivitas (<i>activity analysis</i>). Analysis aktivitas juga mencakup analysis
pekerjaan dibidang jasa, seperti pendidikan, peleyanan kesehatan, dan
sebagainya.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dalam penelitian ini, studi yang mendalam dilakukan
terhadap kelakuan-kelakuan pekerjaan, buruh, petani, guru, dan lain-lain
terhadap gerak-gerik mereka dalam melakukan tugas, penggunaan waktu secara efisien
dan efektif, dan sebagainya. Data mengenai hal-hal yang ini diselidiki,
kemudian dianalisis, diberikan interpretasi, dan diadakan generalisasi dalam
rangka menetapkan sifat-sifat dan keriteria-keriteria pekerjaan yang baik,
rencana <i>upgrading,</i>keseimbangan berusaha dan bekerja serta aktivitas
sangat berkembang pada masa sesudah Perang Dunia I, dengan tujuan untuk
mengadakan klsifikasi pekerjaan dan pekerjaan secara lebih efektif.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Studi</span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <i>Waktu</i> <i>Gerakal.</i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Studi Waktu dan gerakan (<i>time</i> <i>and</i> <i>motion</i> <i>study</i>)
adalah penelitian dengan metode deskriptif yang berusaha untuk menyelidiki
efisien produksi dengan mengadakan studi yang mendetail tentang penggunaan
waktu serta perilaku pekerja dalam proses produksi. Gerak-gerak utama dalam
pekerjaan diamati, dicatat, dilukiskan, serta dianalisis. Generalisasi dan
interpretasi tentang waktu yang digunakan serta gerak-gerak utama yang terjadi,
sehingga suatu kesimpulan tentang gerak-gerak yang diperlukan dalam pekerjaan,
gerak-gerak yang tidak diperlukan yang dapat menghambat pekerjaan serta
saran-saran dalam rangka memperbaiki pekerjaan dan menambah efisiensi kerja.
Dalam rangka efisisensi, juga perlu dikaji alat-alat produksi yang digunakan,
serta bagaimana alat-alat produksi tersebut diatur demi peningkatan efisisensi
kerja.</span></div>
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span></b>
<h2 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939212"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">C. Kriteria Pokok Metode Deskriptif</span></a><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h2>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode deskriptif mempunyai beberapa pokok, yang dapat
dibagi atas kriteria umum dan kriteria khusus. kriteria tersebut adalah sebagai
berikut</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kriteria umum</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kriteria umum dari penelitian dengan metode deskriptif
adalah sebagai berikut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l3 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Masalah yang
dirumuskan harus patut, ada nilai ilmiah serta tidak terlalu luas.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l3 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tujuan
penelitian harus dinyatakan dengan tegas dan tidak terlalu umum.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l3 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Data yang
digunakan harus fakta-fakta yang terpercaya dan bukan merupakan opini.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l3 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Standar yang
digunakan untuk membuat perbandingan harus mempunyai validitas.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l3 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Harus ada
deskripsi yang terang tentang tempat serta waktu penelitian dilakukan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l3 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hasil
penelitian harus berisi secara detail yang digunakan, baik dalam mengumpulkan
data maupun dalam menganalisis data serta studi kepustakaan yang dilakukan.
Deduksi logis harus jelas hubungannya dengan kerangka teoritis yang digunakan
jika kerangka teoritis untuk itu telah dikembangan.</span></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 14.2pt; mso-add-space: auto; mso-list: l12 level1 lfo16; mso-outline-level: 3; text-align: justify; vertical-align: baseline;">
<a href="https://www.blogger.com/null" name="_Toc463939213"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kriteria</span></b></a><span style="mso-bookmark: _Toc463939213;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <i>Khusus</i></span></b></span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kriteria khusus dari metode deskriptif adalah sebagai
berikut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l11 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Prinsip-prinsip
ataupun data yang digunakan dinyatakan dalam nilai (<i>value</i>).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l11 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Fakta-fakta
ataupun prinsip-prinsip yang digunakan adalah mengenai masalah status.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l11 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sifat
penelitian adalah <i>ex post facto, </i>karena itu, tidak adalah
kontrol terhadap variabel, dan peneliti tidak mengadakan pengaturan atau
menipulasi terhadap variabel. Variabel dilihat sebagaimana adanya.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Langkah-langkah Umum dalam Metode Deskriptif</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dalam melaksanakan penelitian deskriptif, maka
langkah-langkah umum yang sering diikuti adalah sebagai berikut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memilih dan
merumuskan masalah yang menghendaki konsepsi ada kegunaan masalah tersebut
serta dapat diselidiki dengan sumber yang ada.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menentuan
tujuan dari penelitian yang akan dikerjakan. Tujuan dari penelitian harus
konsisten dengan rumusan dan definisi dari masalah</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memberikan
limitasi dari area atau <i>scope </i>atau sejauh mana penelitian
deskriptif tersebut akan dilaksanakan. Termasuk didalamnya daerah geografis
dimana penelitian akan dilakukan, batasan-batasan kronologis ukuran tentang dalam
dangkal, serta seberapa utuh daerah penelitian tersebut akan dijangkau.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada bidang
ilmu yang telah mempunyai teori-teori yang kuat, maka perlu dirumuskan kerangka
teori atau kerangka konseptual yang kemudian diturunan dalam bentuk
hipotesis-hipotesis untuk diverifikasikan. Bagi ilmu sosial yang telah
berkembang baik, maka kerangkan analisis dapat dijabarkan dalam bentuk-bentuk
model matematika.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menulusuri
sumber-sumber kepustakaan yang ada hubungannya dengan masalah yang ingin
dipecahkan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Merumuskan hipotesis-hipotesis
yang diuji, baik secara emplisit maupun secara implicit.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Melakukan
kerja lapangan untuk megumpulkan data, gunakan teknik pengumpulan data yang
cocok untuk penelitian.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">h.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Membuat
tabulasi serta analisis statistic dilakukan terhadap data yang telah
dikumpulkan. Kurangi penggunaan statistic sampai kepad batas-batas yang dapat
dikerjakan dengan unit-unit pengukuran yang sepadan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 15.0pt; mso-list: l15 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">i.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memberikan interpretasi dari hasil dalam hubungannya
dengan kondisi sosial yang ingin diselidiki serta dari data yang diperoleh
serta refrensi khas terhadap masalah yang ingin dipecahkan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: .5in;">
<br /></div>
<h2 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939214"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">D. Menentukan Populasi dan Sampel</span></a><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h2>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Populasi
adalah keseluruhan subjek atau objek yang menjadi pusat perhatian penelitian.
Populasi dapat berupa himpunan orang, benda, kejadian, gejala, kasus, waktu,
tempat. Populasi dapat berstatus sebagai objek penelitian jika populasi
tersebut sebagai substansi yang diteliti. Populasi penelitian dapat berstatus
sebagai sumber informasi. Dalam penelitian survey, orang atau sekelompok orang
biasanya berfungsi sebagai sumber informasi tentang hal-hal yang berkaitan
dengan dirinya atau fenomena yang berkaitan dengan dirinya. (Ibnu, Mukhadis dan
Dasna: 2003).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pelibatan
populasi dalam suatu penelitian merupakan suatu yang ideal. Tetapi dalam suatu
penelitian seringkali tidak dapat menjangkau populasi karena jumlahnya sangat
besar. Dengan beberapa pertimbangan, memungkinkan penelitian populasi tidak
perlu dilakukan. Pertimbangan tersebut adalah pertimbangan akademik, yaitu
berlakunya inferensi statistik dan pertimbangan non akademik yaitu keterbatasan
tenaga, waktu, biaya dukungan logistik dan kepraktisan. (Ibnu, Mukhadis dan
Dasna: 2003). Maka penelitian dapat hanya menjangkau sebagian dari
populasi. Sebagian populasi tersebut adalah sampel. Sampel merupakan
bagian dari populasi atau sejumlah anggota populasi yang mewakili populasinya.
Karena sampel mewakili populasi maka sampel harus dipilih sesuai dengan
karakteristik populasi tersebut. Sehingga sampel tersebut benar-benar
representatif, artinya sampel tersebut mencerminkan keadaan populasi secara
cermat. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Cara pengambilan sampel</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> (sampling)
dibedakan menjadi dua yaitu random sampling dan non-random sampling. Dalam
random (acak) sampling, setiap individu anggota populasi mempunayi kesempatan
(probabilitas) yang sama untuk menjadi sampel. Dalam non-random sampling,
kesempatan setiap individu anggota populasi menjadi sampel tidak sama. Yang
termasuk random sampling adalah simple random sampling (acak sederahana),
systematic random sampling, stratified random sampling (acak stratifiasi atau
bertingkat), cluster random sampling (acak rumpun atau kelompok) dan multistage
random sampling (acak gabungan berbagai cara). Yang termasuk non-random
sampling adalah sampling seenaknya, purposif sampling (sampling bertujuan),
quota sampling.. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dalam
penelitian deskriptif, sampel sebagai sumber data seringkali disebut responden,
tergantung pada cara pengambilan data. Besarnya sampel tergantung dari
homogenitas karakteristik populasi. Semakin homogen karakteristik
populasi, semakin sedikit sampel yang perlu diambil. Sebaliknya, semakin hiterogen
karakteristik populasi, semakin besar sampel yang harus diambil.</span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-size: 31.5pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div class="MsoNormal" style="margin-left: 0in; text-align: justify; text-indent: 0in;">
<br /></div>
<h2 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939215"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">E.Kelebihan Dan Kekurangan Deskriptif Survey</span></a><span style="mso-bookmark: _Toc463939215;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;"></span></h2>
<h3 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939216"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kelebihan Deskriptif Survey :</span></a><span style="mso-bookmark: _Toc463939216;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h3>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l5 level1 lfo13; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Relatif murah </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l5 level1 lfo13; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Deskripsi populasi besar tidak ada metode lain
memiliki kemampuan ini.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l5 level1 lfo13; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menjangkau lokasi terpencil dengan menggunakan
surat,email atau telepon.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l5 level1 lfo13; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sampel sangat besar memberi hasil signifikan secara
statistik bahkan ketika menganalisis beberapa variabel.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l5 level1 lfo13; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Banyak pertanyaan diterapkan mengenai suatu topik
sehingga memiliki fleksibilitas tinggi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l5 level1 lfo13; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pertanyaan standar membuat pengukuran lebih tepat.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l5 level1 lfo13; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memiliki kemampuan tinggi dalam
mengeliminasisubjektifitas penilitian.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<br /></div>
<h3 style="text-align: justify;">
<a href="https://www.blogger.com/null" name="_Toc463939217"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kekurangan Deskriptif Survey :</span></a><span style="mso-bookmark: _Toc463939217;"></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;"></span></h3>
<h3 style="text-align: justify;">
<span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></h3>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Standarisasi metodologi memaksa peneliti merancang
pertanyaan umum sehingga menghapus keunikan tiap responden.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Survei yang fleksibel membutuhkan desain administrasi
stabil sepanjang pengumpulan data.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Peneliti harus memastikan bahwa sejumlah besar sampel
memberikan respon (bebas respon bias.)</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sulit bagi responden mengingat informasi atau
mengatakan kebenaran tentang pertanyaan kontrovrsial. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0in; text-align: center; text-indent: 0in; vertical-align: baseline;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><a href="https://www.blogger.com/null" name="_Toc463939218"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB III</span></a><a href="https://www.blogger.com/null" name="_Toc463939219"></a></b></div>
<h1 align="center" style="text-align: center;">
<span style="mso-bookmark: _Toc463939219;"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
KESIMPULAN</span></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></h1>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .5in; text-align: justify; text-indent: 0in; vertical-align: baseline;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Dari penjelasan di atas kita dapat
melihat dengan jelas bahwa penelitian tindakan berurusan langsung dengan
praktik di lapangan dalam situasi alami. Penelitiannya adalah pelaku praktik
itu sendiri dan pengguna langsung hasil penelitiannya dengan lingkup ajang
penelitian sangat terbatas. Yang menonjol adalah penelitian tindakan ditujukan
untuk melakukan perubahan pada semua diri pesertanya dan perubahan situasi
tempat penelitian dilakukan guna mencapai perbaikan praktik secara inkremental
dan berkelanjutan </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="mso-bookmark: _Toc463939220;"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">DAFTAR PUSTAKA</span></span><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="IN" style="font-family: "Times New Roman","serif";"></span>Consuelo,
G. Sevilla, dkk. 1981. Pengantar metode penelitian. Malang: Intan pariwara.</div>
<div class="MsoNormal" style="margin-left: 0in; text-align: justify; text-indent: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
<br />
http://bilalkah.blogspot.com/2009/03/jenis-jenis-penelitian_06.html<br />
<br />
http://ardhana12.wordpress.com/2008/02/27/penelitian-deskriptif/<br />
<br />
Moh. Nazir. 2005. Metode penelitian .Jakarta: Galia Indonesia.<br />
<br />
Nawawi, Hadari. Dkk. 1994. Penelitian Terapan. Yogyakarta: Gajah Mada Press<br />
<br />
Suryabrata, Sumadi. 2005. Metodologi Penelitian. Jakarta: PT Raja Grafindo.<br />
<br />
Sukardi. 2007. Metodologi Penelitian Pendidikan. Jakarta: PT Bumi Aksara.<br />
<br />
Syaudih, Nana Sukmadinata. 2007. Metode Penelitian Pendidikan. Bandung: PT
Remaja Rosdakarya.<br />
<br />
Surkhmad, Winarno. 1994. Pengantar Penelitian Ilmiah. Bandung: Tarto.<br />
<br />
Vredenbregt. J. 1978. Metode dan Teknik Penelitian Masyarakat. Jakarta:
Gramedia</span><span lang="IN" style="font-family: "Times New Roman","serif";">.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: 410.15pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">PERTANYAAN</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 74.7pt; mso-add-space: auto; mso-list: l0 level1 lfo11; tab-stops: 410.15pt; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apa
kesulitan dalam melakukan penelitian diskriptif</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 74.7pt; mso-add-space: auto; mso-list: l0 level1 lfo11; tab-stops: 410.15pt; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apa
keunggulan dan kekurangan dalam deskriptif survey</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 74.7pt; mso-add-space: auto; mso-list: l0 level1 lfo11; tab-stops: 410.15pt; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apa
permasalhan yang terjadi dalam penelitian deskriptif</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 74.7pt; mso-add-space: auto; mso-list: l0 level1 lfo11; tab-stops: 410.15pt; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apa kendala
dalam melakukan metode deskriptif<span style="mso-spacerun: yes;">
</span>berkesinambungan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 74.7pt; mso-add-space: auto; mso-list: l0 level1 lfo11; tab-stops: 410.15pt; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apa yang di
maksud purposi sampling</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 74.7pt; mso-add-space: auto; mso-list: l0 level1 lfo11; tab-stops: 410.15pt; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apa tujuan
penelitian deskriptif</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 74.7pt; mso-add-space: auto; mso-list: l0 level1 lfo11; tab-stops: 410.15pt; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apa yang
dimaksud penelitian study kasus</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">JAWABAN</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kesulitan
dalam metode deskriptif adalah saat pengambilan data popolasi dan sampel karena
dalam<span style="mso-spacerun: yes;"> </span>hal ini menggunakan cara yang
sederhana,seperti random sampel yang harus mencari data secara acak namun harus
memiliki data keseluruhan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 74.7pt; mso-add-space: auto; mso-list: l9 level1 lfo12; tab-stops: 410.15pt; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keunggulan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">:penelitian ini merangkap metode
penilitian lebih luas sehingga tidak merangkap satu metode dan mempermudah
penelitian.</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 74.7pt; mso-add-space: auto; tab-stops: 410.15pt; text-align: justify; text-indent: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kekurangan:</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">dalam proses penilitian di butuhkan waktu yang lama
dalam proses penelitian.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.Waktu dan
tenaga karena pnelitian di lakukan pada masalah sosial dan melihat atau
memperhatikan perubahan secara detail dalam masyarakat sosial.</span></div>
<div class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 410.15pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4.Kurangnya
sampel obyek yang di teliti karena masalah sosial yang rumit.</span></div>
<div class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 410.15pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5.Sampel
bertujuan.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">6.Bertujuan
untuk memberikan gambaran atau deskriptif tentang suatu keadaan secara obyektif.</span></div>
<div class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 410.15pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">7.studi yang
memberikan gambaran secara mendetail latar belakang,sifat serta
karakter-karakter yang khas dari kasus.</span></div>
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<br /></div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-33944704422428719282016-09-30T06:37:00.003-07:002016-09-30T06:43:00.810-07:00PENGERTIAN DAN HAKIKAT KONDISI FISIK<!--[if gte mso 9]><xml>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kehidupan
manusia tidak bisa lepas dari gerak. Gerak manusia merupakan tanda dari
kehidupan suatu makhluk. Dalam kehidupan manusia sehari-hari yang tidak bias
lepas dari kata gerak merupakan salah satu indi</span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">k</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">ator manusia dalam beraktivitas.
Aktivitas adalah suatu kesibukan yang memiliki dan ingin mencapai tujuan
tertentu. Untuk dapat melakukan semua hal diatas manusia membutuhkan suatu
kondisi dimana dapat melaksanakan seluruh kegiatan tersebut. Hal ini disebut
sebagai kondisi fisik manusia. Kondisi fisik manusia dapat diartikan sebagai
derajat manusia yang diukur dengan seksama melalui keadaan fisik. Jadi dapat
diartikan kondisi fisik merupakan sebuah perumpamaan atau gambaran keadaan
manusia dilihat dari fisik. kemampuan fisik adalah kemampuan memfungsikan
organ-organ tubuh dalam melakukan aktivitas fisik. Kemampuan fisik sangat
penting untuk mendukung mengembangkan aktifitas psikomotor. Gerakan yang
terampil dapat dilakukan apabila kemampuan fisiknya memadai.</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Status
kondisi fisik dapat mencapai titik optimal jika memulai latihan sejak usia dini
dan dilakukan secara terus menerus dan berkelanjutan dengan berpedoman pada
prinsip-prinsip dasar latihan. Status kondisi fisik seseorang dapat diketahui
dengan cara penilaian yang berbentuk tes kemampuan. Tes ini dapat
dilakukan di dalam labratorium dan di
lapangan. Meskipun tes yang dilakukan di laboratorium memerlukan
alat-alat yang mahal, tetapi kedua tes tersebut hendaknya dilakukan agar hasil
penilaian benar-benar objektif. Kondisi fisik dapat mencapai titik optimal jika
latihan dimulai sejak usia dini dan dilakukan secara terus menerus. Karena
untuk mengembangkan kondisi fisik bukan merupakan pekerjaan yang mudah, harus
mempunyai pelatih fisik yang mempunyai kualifikasi tertentu sehingga mampu
membina pengembangan fisik atlet secara menyeluruh tanpa menimbulkan efek di
kemudian hari. Kondisi fisik yang baik mempunyai beberapa keuntungan, di
antaranya mampu dan mudah mempelajari keterampilan yang relatif sulit, tidak
mudah lelah saat mengikuti latihan maupun pertandingan, program latihan dapat
diselesaikan tanpa mempunyai banyak kendala serta dapat menyelesaikan latihan
berat. Kondisi fisik sangat diperlukan oleh seorang atlet, karena tanpa
didukung oleh kondisi fisik prima maka pencapaian prestasi puncak akan
mengalami banyak kendala, dan mustahil dapat berprestasi tinggi.</span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kondisi fisik suatu manusia ditentukan dengan
berfungsinya organ-organ tubh dan didukung oleh komponen-komponen kondisi fisik
untuk menopang kerja manusia. Komponen-komponen menjadi satu kesatuan yang
tidak dapat dipisahkan untuk menjadikan ondisi fisik yang maksimal. Komponen
dari kondisi fisik sendriri antara lain kekuatan, daya tahan, kelincahan,
kelentukan, koordinasi, keseimbangan, ketepatan, kekuatan otot, kecepatan,
reaksi. Dari komponen-komponen kondisi fisik tersebut menjadi satu kesatuan
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<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-pagination: none; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kondisi
fisik adalah salah satu kesatuan utuh dari komponen- komponen yang tidak dapat
dipisahkan begitu saja, baik peningkatan maupun pemeliharaannya. Artinya, bahwa
didalam usaha peningkatan kondisi fisik maka seluruh komponen tersebut harus
dikembangkan. </span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kondisi fisik yang
ditulis dalam uku ini antara lain</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kekuatan (<i style="mso-bidi-font-style: normal;">strength</i>), adalah komponen kondisi fisik seseorang tentang
kemampuanya dalam mempergunakan otot untuk menerima beban sewaktu bekerja.</span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> Keguanaan dari ekuatan sendiri adalah </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Daya tahan </span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">(<i style="mso-bidi-font-style: normal;">endurence</i>) </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">ada
2 dua macam, yaitu: </span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">(a) </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Daya
tahan umum yaitu kemampuan seseorang dalam mempergunakan sistem jantung,
paru-paru dan peredaran darahnya secara efektif dan efisien, (</span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">b</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">) Daya tahan umum yaitu kemampuan
seseorang dalam mempergunakan sistem jantung, paru-paru dan peredaran darahnya
secara efektif dan efisien.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Power</span></i><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">adalah
kemampuan seseorang dalam mempergunakan kekuatan maksimum yang digunakan dalam
waktu yang sesingkat singkatnya</span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">.
Power merupakan gabugan antara kekuatan dan kecepatan.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kecepatan </span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">(<i style="mso-bidi-font-style: normal;">speed</i>) </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">adalah
kemampuan seseorang untuk mngerjakan gerakan keseimbangan dalam bentuk yang
sama dalam waktu yang sesingkat singkatnya</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Daya lentur </span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">(<i style="mso-bidi-font-style: normal;">Fleksibility</i>) </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">adalah
efektivitas seseorang dalam penyelesaian diri untuk segala aktivitas dengan
penguuran tubuh yang luas</span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">.
Daya lentur juga biasa disebut dengan kelentukan. Komponen ini bertujuan untuk
memberikan gerak yang sempurna.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kelincahan adalah kemampuan mengubah posisi
diarea tertentu</span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">. Kelincahan juga
bisa diartikan sebagai </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">kemampuan untuk mengubah arah secara
cepat tanpa menimbulkan gangguan pada keseimbangan. Seseorang dikatakan
memiliki kelincahan jika ia dapat bergerak secara cepat sekaligus dapat
mengubah arah secara cepat pula tanpa terganggu keseimbangannya</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Koordinasi </span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">(<i style="mso-bidi-font-style: normal;">coordination</i>) </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">adalah
kemampuan seseorang melakukan bermacam- macam gerakan yang berbeda ke dalam
pola gerakan tunggal secara efektif.</span><span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">
Koordinasi juga diartikan sebagai </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; letter-spacing: 0.3pt; line-height: 150%;">kemampuan
melakukan suatu pola gerakan yang membutuhkan keterampilan. Koordiansi juga
merupakan bagian integral dari kemampuan motorik, pada kenyataannya pengertian
koordinasi telah dianggap sebagai padanan dari kata kemampuan motorik dan
keterampilan</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Keseimbangan adalah kemampuan tubuh
untuk mempertahankan posisi, dalam bermacam-macam gerakan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Ketepatan adalah kemampuan seseorang
untuk mengendalikan gerakan bebas terhadap sasaran</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-pagination: none; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Reaksi adalah kemampuan seseorang untuk
segera bertindak secepatnya dalam menggapai rangsangan yang ditimbulkan melalui
indera, saraf atau feeling lainya. Seperti dalam mengantisipasi datangnya bola
yang harus ditangkap dan lain-lain.</span></div>
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Komponen-komponen
kondisi fisik diatas merupakan satu kesatuan yang dapat memberikan derajat
kondisi fisik yang maksimal. Apabila salah satu komponen tidak maksimal maka
pencapaian prestasi juga tidak akan maksimal. Hal tersebut haruslah menjadi
perhatian dalam pelaksanaan program latihan. </span><br />
<a href="https://drive.google.com/drive/my-drive">https://drive.google.com/drive/my-drive</a>Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com2tag:blogger.com,1999:blog-8185930932149973225.post-30456113306284994092016-09-25T21:13:00.004-07:002016-09-25T21:13:48.770-07:00PENGERTIAN METODOLOGI PENELITIANSILAHKAN KLIK <a href="https://docs.google.com/presentation/d/1Svh0s6oQ2Di_BjRZzd0OPAx7aFJyM5O4rujdz84XrAo/edit#slide=id.p3">https://docs.google.com/presentation/d/1Svh0s6oQ2Di_BjRZzd0OPAx7aFJyM5O4rujdz84XrAo/edit#slide=id.p3</a>Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-13964755404632307632016-09-22T17:40:00.002-07:002016-09-22T17:40:27.666-07:00KONTRAK PERKULIAHAN DAN PLAN STUDY MATA KULIAH KONDISI FISIK<a href="https://docs.google.com/presentation/d/1UZHgpXcHEO53dnpuwTJ1iT5zHwK860RGRCTfDDAiRGU/edit?usp=sharing">https://docs.google.com/presentation/d/1UZHgpXcHEO53dnpuwTJ1iT5zHwK860RGRCTfDDAiRGU/edit?usp=sharing</a><br />
<br />
<br />Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-14943641830552347022016-09-18T17:56:00.000-07:002016-09-18T17:56:00.242-07:00PLAN STUDY MATA KULIAH METODOLOGI PENELITIAN<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-KRTaGYJOzhQ/V982WKxDLWI/AAAAAAAAAB4/DPP6JXjy5TgzD6MRrZtFzEJBzxnY1xQNwCLcB/s1600/pS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
1. PLAN STUDY MATA KULIAH METODOLOGI PENELITIAN<br />
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<a href="https://1.bp.blogspot.com/-KRTaGYJOzhQ/V982WKxDLWI/AAAAAAAAAB4/DPP6JXjy5TgzD6MRrZtFzEJBzxnY1xQNwCLcB/s1600/pS.jpg" style="margin-left: 1em; margin-right: 1em;"><br /></a>Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-67165017573369072782016-09-14T23:53:00.001-07:002016-09-14T23:53:36.216-07:00Kontrak Perkuliahan<br />
<ol>
<li>Kehadiran mahasiswa minimal 80% dari 16 kali pertemuan</li>
<li>Keterlambatan 20 menit tanpa peranjangan</li>
<li>Pengumpulan tugas maksimal 1 minggu</li>
<li>Pakaian rapi, tidak bersendal, dan rambut tidak diijinkan panjang bagi laki-laki</li>
<li>Handphone silent dan dimasukan ke dalan tas selama perkuliahan</li>
</ol>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-58451257663941100802016-02-29T10:21:00.000-08:002016-02-29T10:21:42.610-08:00Pengertian Pendidikan Jasmani #part 1Pengertian Pendidikan Jasmani<br />
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Pendidikan jasmani merupakan pendidikan melalui aktivitas jasmani yang dijadikan sebagai media untuk mencapai perkembangan individu secara menyeluruh. Melalui pendidikan jasmani, siswa disosialisasikan ke dalam aktivitas jasmani termasuk ketrampilan olahraga. Husdarta (2009:18) mengemukakan bahwa“Penjas adalah proses pendidikan melalui aktivitas jasmani, permainan, atau olahraga yang terpilih untuk mencapai tujuan pendidikan”. Dalam kaitannya dengan pendidikan, Toho Cholik dan Ruslan Lutan (2001:2) menyatakan bahwa“Pendidikan jasmani merupakan bagian dari pendidikan secara umum.Ia merupakan salah satu dari subsistem-subsistem pendidikan”. Dalam arti yang luas dapat disimpulkan bahwa pendidikan jasmani merupakan proses pendidikan yang memanfaatkan aktivitas jasmani yang direncanakan secara sistematik. Pendidikan jasmani bertujuan untuk mengembangkan dan meningkatkan individu secara organik, neuromuskuler, perseptual, kognitif, dan emosional.</div>
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Pendidikan jasmani disekolah merupakan mata pelajaran yang melekat pada kehidupan anak di lingkungan sekolah. Pendidikan jasmani memberikan berbagai keunikan tersendiri dalam proses pembelajarannya. Sehingga anak merasa memerlukan pendidikan jasmani disetiap minggunya. Dalam duni sekolah dadar, pendidikan jadmani memberikan suatu daya tarik tersendiri oleh siswa. Pendidikan jasmani memberikan kepuasan anak dalam menerima transformasi ilmu di suatu lembaga. Oeh karena itu anak lebih menginginkan mata pelajaran pendidikan jasmani dibanding mata pelajaran lain. Karena pendidikan jasmani merupakan penghubung batasan-batasan anak dari kata kebebasan dalam keformalan. Artinya anak merasa bebas ketika mengikuti pendidikan jasmani di sekolah. Namun dibalik fenomena ini pendidikan jasmani sendiri memiliki bukti nyata betapa pentingnya pendidikan jasmani untuk anak sekolah dasar. Bisa dilihat dengan jelas bahwa pendidikan jasmani memiliki fungsi membuat sehat jasmani dan rohani atau sehat seutyuhnya. </div>
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Dengan demikian pendidikan jasmani merupakan jembatan terdepan untuk menjembatani antara pendidikan jasmani dan olah raga (akan dibahas melalui artikel selanjutnya)</div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-59667177784454555182015-10-26T05:35:00.000-07:002015-10-26T05:35:50.811-07:00TEORI PEMBELAJARAN TEORI DONALD O. HEBB BELAHAN – BELAHAN OTAK<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">BAB I</span></b></div>
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<b style="mso-bidi-font-weight: normal;">PENDAHULUAN</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">Pendahuluan</span></b></div>
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<span style="mso-fareast-language: IN;">Donald Hebb lahir</span><span style="mso-ansi-language: IN; mso-fareast-language: IN;"> </span><span style="mso-fareast-language: IN;">22
Juli 1904 di Chester, Nova Scotia, yang tertua dari empat anak dari Arthur M.
dan M. Clara (Olding) Hebb, dan tinggal di sana sampai usia 16, ketika orang
tuanya pindah ke Dartmouth, Nova Scotia.</span><span style="mso-ansi-language: IN; mso-fareast-language: IN;"> </span><span style="mso-fareast-language: IN;">Donald
Hebb Olding</span><span style="mso-ansi-language: IN; mso-fareast-language: IN;"> </span><span style="mso-fareast-language: IN;">adalah seorang psikolog Kanada yang berpengaruh
di bidang neuropsikologi, di mana ia berusaha untuk memahami bagaimana fungsi
neuron berkontribusi pada proses psikologis seperti belajar. Dia telah
digambarkan sebagai ayah dari neuropsikologi dan jaringan saraf.</span><span style="mso-ansi-language: IN; mso-fareast-language: IN;"> </span><span style="mso-fareast-language: IN;">Tapi Donald, awal kehidupan, tidak punya
aspirasi terhadap psikologi atau bidang medis, melainkan, ia ingin menjadi
penulis. Ia masuk Universitas Dalhousie bertujuan untuk menjadi novelis. Dia
bukan murid yang luar biasa (mata pelajaran yang terbaik adalah matematika dan
ilmu pengetahuan) tapi dia lulus dengan gelar Bachelor of Arts pada tahun 1925.
Setelah itu, ia menjadi guru, mengajar di sekolah lamanya di Chester. Kemudian,
ia menjadi seorang petani di Alberta dan kemudian berkeliling, bekerja sebagai
buruh di Quebec. Selama perjalanannya ia bertemu dengan karya Sigmund Freud,
William James, dan John B. Watson yang membuatnya mempertimbangkan untuk
bergabung dengan bidang psikologi.</span><span style="mso-ansi-language: IN;"> </span><span lang="IN" style="mso-ansi-language: IN; mso-fareast-language: IN;"></span></div>
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<span lang="IN" style="mso-ansi-language: IN;">Dalam makalah ini akan memaparkan tentang teori
belajar yang ditemukan atau dikembangkan oleh Donald O. Hebb tersebut. Karena
belajar merupakan suatu perilaku yang tidak pernah lepas dari kehidupan manusia
selama hidupnya. </span>Belajar didefinisikan sebagai perubahan perilaku
seseorang dalam situasi tertentu yang disebabkan oleh “pengalaman beru<a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225" name="_ftnref3">lang” terhadap situasi tersebut</a><span style="mso-bookmark: _ftnref3;"><span lang="IN" style="mso-ansi-language: IN;">.</span></span><span lang="IN" style="color: blue; mso-ansi-language: IN;"> </span>Dalam tinjauan
psikologi kognitif belajar diartikan sebagai <i style="mso-bidi-font-style: normal;">The process of acquiring knowledge</i> (proses memperoleh pengetahuan).<span style="mso-ansi-language: IN;"> </span>Pengalaman yang dimaksud adalah pengalaman
hidup yang dialami oleh si pelajar,<span style="mso-ansi-language: IN;"> </span>agar
menjadi mandiri.<span style="mso-ansi-language: IN;"> </span>Belajar erat
kaitannya dengan<span style="mso-ansi-language: IN;"> </span>pengembangan <i style="mso-bidi-font-style: normal;">kognitif</i> (penguasaan intelektual)<span lang="IN" style="mso-ansi-language: IN;">, </span><i style="mso-bidi-font-style: normal;">afektif</i> (berhubungan dengan sikap dan<span style="mso-ansi-language: IN;"> </span>nilai) dan <i style="mso-bidi-font-style: normal;">psikomotorik</i>
(keterampilan bertindak atau berprilaku).<span style="mso-ansi-language: IN;"> </span>Dalam<span style="mso-ansi-language: IN;"> </span>pandangan pakar psikologi belajar
kognitifis<span lang="IN" style="mso-ansi-language: IN;"> adalah </span>keberhasilan
belajar<span lang="IN" style="mso-ansi-language: IN;"> yang</span> di ukur oleh
kematangan kognisi si pelajar<span lang="IN" style="mso-ansi-language: IN;">. </span>Dalam<span style="mso-ansi-language: IN;"> </span>hal ini otak sebagai organ tubuh yang
berkaitan dengan intelejensi,<span style="mso-ansi-language: IN;"> </span>menjadi
sangat dominan sebagai pusat memori.<span style="mso-ansi-language: IN;"> </span>Kognisi
didefinisikan sebagai suatu proses mendapatkan, menyusun, dan menggunakan
pengetahuan intelektual.<span style="mso-ansi-language: IN;"> </span>Teori
belajar kognitif memfokuskan<span style="mso-ansi-language: IN;"> </span>pada
peranan “pengertian.” Dengan demikian seseorang akan melakukan pekerjaan mental
dan menyimpan potongan<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>potongan<span style="mso-ansi-language: IN;"> </span>informasi di dalam daya ingat untuk didapatkan kembali disuatu
waktu kemudian.<a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225" name="_ftnref9"></a><span style="mso-bookmark: _ftnref9;"></span><span lang="IN" style="mso-ansi-language: IN;"></span></div>
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Makalah ini akan membahas tentang otak beserta susunan sel
di dalamnya, serta fungsi dari masing<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>masing<span style="mso-ansi-language: IN;"> </span>belahan
otak (<i style="mso-bidi-font-style: normal;">hemisphere</i>) kiri dan kanan.<span style="mso-ansi-language: IN;"> </span>Terlepas dari kekurangan dari tulisan ini,
penulis telah berusaha menyajikan pemahamannya dari teori <i style="mso-bidi-font-style: normal;">Neuron psychcologi</i><span style="mso-ansi-language: IN;"> </span>yang
dikembangkan oleh Donald Olding Hebb.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">BAB II</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">PEMBAHASAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">BELAHAN</b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: IN;"> </span>–</b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: IN;"> </span>BELAHAN</b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: IN;"> </span>OTAK</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
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Otak manusia adalah satu alat di dalam tubuh, yang
disamping berfungsi menerima kenyataan dari segala peristiwa dan keadaan di
luar badan, juga digunakan untuk: mengingat apa yang pernah dialami, berpikir,
merasa, berbicara, menulis, bermain musik, menggambar, bermimpi, mencintai dan
menderita.<span style="mso-ansi-language: IN;"> </span>Seluruh aktivitas manusi<span lang="IN" style="mso-ansi-language: IN;">a</span> adalah berawal dari otak. Otak
manusia adalah sebutan umum dari semua kelompok pemikiran tentang prilaku
manusia. Otak manusia mengandung tidak kurang dari 1011 neuron (sel otak). Otak<span style="mso-ansi-language: IN;"> </span>manusia akan senantiasa berkembang berikut
sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>selnya<span style="mso-ansi-language: IN;"> </span>sebelum seseorang
berusia 50 tahun, dan pada usia tersebut sel otak tidak berkembang lagi.
Semakin sering otak bekerja,<span style="mso-ansi-language: IN;"> </span>maka
semakin cepat pula pertumbuhan selnya secara normal otak manusia memilki berat
1500 gram dan merupakan terbesar dari semua otak makhluk hidup. <span lang="IN" style="mso-ansi-language: IN;"></span></div>
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Pada dasarnya otak terdiri dari dua bagian, otak kiri
dan otak kanan. Kedua bagian tersebut memiliki fungsi yang berbeda. Otak kiri
berfungsi untuk mengontrol bagian badan sebelah kanan, sementara otak kanan
berfungsi meng<span lang="IN" style="mso-ansi-language: IN;">o</span>ntrol bagian
badan sebelah kiri. Akan tetapi tidak ada jaminan adanya k<span lang="IN" style="mso-ansi-language: IN;">e</span>samaan antara kedua bagian otak tersebut
dalam menangkap dan mentransformasikan sebuah informasi. Jose Silva mengatakan
bahwa belahan otak kanan akan bekerja dengan pemikiran santai yang di sebut
alfa dengan berdasarkan intuisi yang digerakkan lebih stabil. Sedangkan belahan
otak kiri memiliki proses logis, deduktif dan intelektual yang menjadi andalan
utama dalam proses pendidikan.<span style="mso-ansi-language: IN;"> </span>Pada
tahun 1836 Mac Dax menceritakan bahwa ia telah kehilangan kemampuan bicaranya
karena mengalami kerusakan pada bagian otak kirinya, demikian pula yang dialami
Paul Broca pada tahun yang sama. Kemudian dikemukakan sebuah asumsi yang
mengatakan bahwa<i style="mso-bidi-font-style: normal;"> hemisphere</i> kanan
memiliki kecerdasan yang relatif kurang ketimbang <i style="mso-bidi-font-style: normal;">hemisphere</i> kiri. Dengan demikian <i style="mso-bidi-font-style: normal;">hemisphere</i> kiri dikatakan lebih dominan (superior) ketimbang <i style="mso-bidi-font-style: normal;">hemisphere</i> kanan, tetapi pada akhirnya
asumsi itu kurang diyakini kebenarannya setelah adanya beberapa penelitian pada
tahun 1962 yang dilakukan oleh bebarapa ahli seperti Mouncastle, Geschwind,
Kaplan, Sperry, dan Gazzaniga, yang menyimpulkan bahwa kedua bagian otak memiliki
fungsi yang sama pentingnya.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
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Otak kanan akan lebih dominan ketimbang otak kiri
dalam mentransformasikan informasi yang sifatnya non verbal, seperti perhatian,
persepsi, dan pengertian. Otak kiri akan lebih dominan dalam mentransformasikan
informasi yang sifatnya verbal<span style="mso-ansi-language: IN;"> </span>seperti
menulis, membaca, makan, dan sebagainya. Seseorang yang me<span lang="IN" style="mso-ansi-language: IN;">n</span>galami gangguan pada otak kirinya maka
akan kesulitan untuk makan, demikian pula orang yang mengalami gangguan otak
kanannya akan kesulitan untuk menjelaskan dan menggambarkan sesuatu.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">FUNGSI
HEMSPHERE PADA OTAK NORMAL</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
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Para pakar biolagi dan psiologi menemukan kesul<span lang="IN" style="mso-ansi-language: IN;">i</span>tan dalam meneliti sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>se<span lang="IN" style="mso-ansi-language: IN;">l</span> otak manusia, dengan demikian
penelitian inovatif psikiatrik dan klinis terus berlanjut. Satu<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>satunya<span style="mso-ansi-language: IN;"> </span>cara untuk meneliti kandungan sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>otak adalah dengan cara “pembedahan” otak
atau cuci otak. Namun pada tahun 1978 rumusan penelitian Ornstein telah
memberikan sedikit informasi tentang susunan sel otak secara normal. Metode
yang digunakan untuk meneliti sel otak adalah sebagai berikut<span lang="IN" style="mso-ansi-language: IN;">: </span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Electroenc<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>ephalo<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>gram<span style="mso-ansi-language: IN;"> </span>(EEG), yang berfungsi untuk mendeteksi
aktivitas elektris dengn menggunakan electroda. EEG memiliki alpharytem yang
berfungsi menginvestigasi fungsi pembelahan otak Kaplan menyebut EEG dengan
Elektroen<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>efelo<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>grafi<span style="mso-ansi-language: IN;"> </span>yang
diartikan sebagai teknik pencitraan otak paling klasik yang sampai saat ini
masih digunakan dalam ilmu psiologi. EEG pertama kali dikemukakan oleh Hans
Berger pada tahun 1929. Penentu utama pada EEG adalah aktivitas listrik dari
neuron pada lapisan korteks yang paling atas.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Dichotic
Lestening<span lang="IN" style="mso-ansi-language: IN;">,</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">m</span>etode ini selanjutnya dikatakan
sebagai metode paling aman untuk mengetahui susunan sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>otak. Pada prinsipnya setiap bagian dari
otak memilki fungsi untuk menyerap informasi yang datang secara independen,
seperti belajar, mengingat dan merasa. Hasil penelitian Kimura<span style="mso-ansi-language: IN;"> </span>mengatakan bahwa <i style="mso-bidi-font-style: normal;">hemisphere</i> kiri berfungsi untuk menerima informasi dari telinga
kanan, dan informasi tesebut bersifat verbal, sedangkan <i style="mso-bidi-font-style: normal;">hemisphere</i> kanan menerima informasi dari telinga kiri, dan
informasi tersebut bersifat non verbal.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
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Dalam
penelitiannya, Kimura menyuruh seseorang untuk mendengarkan dua suku kata yang
diberikan secara bersamaan pada telinga yang berbeda. Kedua suku kata tersebut
adalah “ba” dan “ga”. Suku kata “ba” dibisikkan pada telinga kiri, sedangkan
kata “ga” pada telinga kanan. Kedua suku kata tersebut dibisikkan secara
berulang<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>ulang<span style="mso-ansi-language: IN;"> </span>dalam waktu yang
bersamaan. Kemudian suku kata apakah yang diterima oleh otak? Dari hasil
penelitian tersebut dapat disimpulkan bahwa suku kata “ga” yang berasal dari
telinga kanan yang lebih di tangkap oleh otak. Kesimpulan berikutnya adalah
telinga kiri mentransimisikan informasi ke otak <i style="mso-bidi-font-style: normal;">(hemisphere</i>) kanan, sedangkan telinga kanan sebaliknya
mentransmisikan informasi ke otak <i style="mso-bidi-font-style: normal;">(hemisphere</i>)
kiri.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">SPEKULASI</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
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Penelitian mengenai perbedaaan <i style="mso-bidi-font-style: normal;">hemisphere</i> kanan dan kiri telah melahirkan maraknya perdebatan
tentang peran otak yang tidak simetri dalam kehidupan sehari<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>hari.
Springer dan Deutsch melalui penelitiannya tahun 1985 menggambarkan beberapa
spekulasi sebagai berikut:<span style="mso-ansi-language: IN;"> </span>“Riset
tersebut menyimpulkan bahwa perbedaan antara <i style="mso-bidi-font-style: normal;">hemisphere</i>, menunjukkan adanya tradisi dualisme antara intelektual
yang diposisikan berlawanan dengan intuisi, ilmu pengetahuan seni dan logika
berlawanan dengan hal yang sifatnya misterius. Penelitian itu juga memberikan
pesan pada pengacara dan para artis untuk menggunakan bagian<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>bagian<span style="mso-ansi-language: IN;"> </span>otak secara profesional dalam pekerjaan
mereka. Lebih lanjut dikatakan bahwa letak dominannya otak kiri atau otak
kanannya seseorang adalah tergantung bagaimana <i style="mso-bidi-font-style: normal;">hemisphere</i> membimbing orang tersebut. ”Bogen (1977) mengatakan
bahwa adanya dikotomi terhadap proses transimisi informasi itu menunjuk pada
intelegensi <i style="mso-bidi-font-style: normal;">hemisphere</i> itu sendiri.
Selanjutnya ia menjelaskan bagaimana otak kiri (<i style="mso-bidi-font-style: normal;">left hemisphere</i>) dan otak kanan (<i style="mso-bidi-font-style: normal;">right hemisphere</i>) memproses sebuah informasi.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
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Melalui teori pembagian belahan otak juga,
Casstelluci dan Kandel, serta para penerusnya menyodorkan konsep “Kebiasaan.”
Menuurt mereka kebiasaan (reflek) berasal dari menurunnya neuron transmeter<span style="mso-ansi-language: IN;"> </span>dari <i style="mso-bidi-font-style: normal;">neuron</i>
<i style="mso-bidi-font-style: normal;">sensori</i> (panca indra) yang kemudian mengirimkan
signal stimulus yang lemah menuju ke motor neuron sehingga menyebabkan gerak
refleksifitas organ<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>organ<span style="mso-ansi-language: IN;"> </span>tubuh.
Akan tetapi yang tidak jelas dalam teori ini adalah bagaimana neuron transmeter
memberi signal lemah pada neuron sensori, sehingga timbul kebiasaan oleh
pengulangan yang kemudian disebut dengan sensitisasi.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">SEL</b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: IN;"> </span>–</b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: IN;"> </span>SEL</b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: IN;"> </span>NYATA
DAN SUSUNANNYA</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; text-indent: 42.55pt;">
Donald O. Hebb berpendapat bahwa tindakan seseorang
berawal dari informasi yang di bawa oleh sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>yang berada pada syaraf. Jaringan syaraf
di bangun oleh sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>syaraf
otak atau “neuron” yang merupakan sistem koordinasi dan sistem kontrol yang “
memberitahukan” kepada bagian-bagian tubuh tentang apa dan kapan sesuatu harus
dilakukan.<span style="mso-ansi-language: IN;"> </span>Sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>syaraf otak atau neuron terdiri dari
beberapa struktur sebagai berikut<span lang="IN" style="mso-ansi-language: IN;">:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Dendrit<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; text-indent: 42.5pt;">
Dendrit adalah bagian terdepan dari neuron yang keluar
dari badan sel. Dendrit berberfungsi untuk membawa rangsangan dari bagian luar
sel kedalam badan sel. Dendrit terdiri dari tiga bagian, yaitu: terminal
sinoptik, celah sinoptik, dan pasca sinoptik<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="mso-ansi-language: IN;">Badan Sel</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; text-indent: 42.5pt;">
Pada badan sel terdapat granula<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>granula<span style="mso-ansi-language: IN;"> </span>yang menempel pada plasmanya. Dan pada
badan sel pula inti sel syaraf berada. Badan sel berfungsi sebagai tempat
menerima dan memberi rangsangan dari dan kepada organ<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>organ<span style="mso-ansi-language: IN;"> </span>tubuh atau memberi reaksi dan jawaban pada
gerak reflek. Badan sel terdiri dari dua bagian, yaitu: <i style="mso-bidi-font-style: normal;">nukleus</i> (inti sel) dan <i style="mso-bidi-font-style: normal;">prikaryon</i>
(sel pendamping)<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN"><span style="mso-spacerun: yes;"> </span></span><span lang="IN" style="mso-ansi-language: IN;">Axon</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; text-indent: 42.5pt;">
Axon adalah bagian dari neuron yang menghubungkan satu
dendrit ke dendrit yang lain serta dari badan sel kepada badan sel yang
lainnnya. Axon berfungsi sebagai isolator atau penghantar yang membawa
rangsangan dari badan sel kepada bagian-bagian lain sel syaraf. Axon merupakan
bagian sel otak yang memilki unsur paling banyak diantaranya adalah segmen
awal, hillok, nodus ranvier, dan sarung mielin.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; text-indent: 42.5pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; text-indent: 42.5pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="mso-ansi-language: IN;">Sinapsis</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; text-indent: 42.5pt;">
Sinapsis adalah suatu daerah khusus yang menghubungkan
antara dua atau lebih neuron.<span style="mso-ansi-language: IN;"> </span>Secara
umum fungsi syaraf otak atau neuron adalah sebagai berikut:<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 67.65pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Sebagai
sarana penghubung dengan keadaan luar (fungsi komonikasi)<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 67.65pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Sebagai
pengatur pekerjaan organ tubuh (fungsi koordinator)<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-indent: 42.5pt;">
Sedangkan
susunan bentuk sel syaraf otak menurut fungsinya adalah terdiri atas tiga
bentuk, yaitu<span lang="IN" style="mso-ansi-language: IN;">:</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 67.65pt; mso-add-space: auto; mso-list: l6 level1 lfo5; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Sensoris,
yang bertugas sebagai pembawa dan penerima rangsangan ke pusat susunan sel
syaraf otak<span lang="IN" style="mso-ansi-language: IN;">.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 67.65pt; mso-add-space: auto; mso-list: l6 level1 lfo5; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Motoris,
berfungsi sebagai pembawa perintah atau rangsangan dari pusat susunan sel
syaraf otak ke suatu otot<span lang="IN" style="mso-ansi-language: IN;">.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 67.65pt; mso-add-space: auto; mso-list: l6 level1 lfo5; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Penghubung,
berfungsi untuk menghubungkan neuron yang satu dengan neuron yang lainnya.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">HUBUNGAN
BARU DALAM PROSES BELAJAR</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: 42.0pt;">
Donald O. Hebb,
mengemukakan satu lagi penemuannya tentang proses belajar. Penemuannya tersebut
adalah bahwa proses belajar bisa terjadi dan sangat ditentukan oleh kekuatan
hubungan antara “perhatian” dan “objek” yang dipelajari. Semakin kuat hubungan
keduanya, maka dimungkinkan proses belajar akan mencapai hasil yang baik.
Selanjutnya Hebb mengatakan bahwa output syaraf secara aktif ditentukan oleh
dua hal, pertama oleh kekuatan hubungan keduanya (input dan output) dan yang
kedua ditentukan oleh besarnya jumlah hubungan keduanya.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">KONTRIBUSI
TEORI HEBB PADA PENDIDIKAN</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; text-indent: 42.55pt;">
Kontribusi yang<span style="mso-ansi-language: IN;"> </span>paling
tampak dari teori Hebb adalah konsepnya tentang belajar yang mengedepankan
proses kognitif, dengan memperhatikan fungsi sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>syaraf (<i style="mso-bidi-font-style: normal;">neuron</i>) dan jaringan syaraf sebagai alat fundamennya. Berbeda dari
pakar psikolog lainnya yang menekankan adanya hubungan antara stimulus dan
respon (S<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>R), Hebb mengatakan bahwa belajar pada dasarnya adalah peristiwa
mental bukan peristiwa behavioral (yang bersifat jasmani), seorang anak yang
belajar menulis dengan menggerakkan pena bukanlah semata<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>mata<span style="mso-ansi-language: IN;"> </span>respon atas stimulus yang ada, melainkan
yang lebih penting karena dorongan mental yang di atur oleh otak. Meskipun
penelitian mahasiswa jurusan psikologi dan ilmu syaraf komtemporer tentang
hubungan mendasar antara aktifitas sinopsis dan fenomina otak lebih diterima
kebenarannya, namun Hebb diposisikan sebagai peneliti pertama (<i style="mso-bidi-font-style: normal;">the first researcher</i>) yang mencetuskan
adanya hubungan dan bangunan bentuk<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>bentuk<span style="mso-ansi-language: IN;"> </span>sederhana
dari pada proses yang lebih tinggi, yang di bangun oleh peristiwa<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>peristiwa<span style="mso-ansi-language: IN;"> </span>yang saling berhubungan.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; text-indent: 42.55pt;">
Prinsip yang mendasar dari teori belajar Hebb adalah
“pengulangan” dan “hubungan”. Dan untuk hal itu menjadi tugas utama bagi sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>syaraf otak (<i style="mso-bidi-font-style: normal;">neuron</i>). Sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>se<span lang="IN" style="mso-ansi-language: IN;">l </span><span style="mso-spacerun: yes;"> </span>syaraf otak akan mampu
melakukan tugas utamanya tersebut dengan cara dilatih dan dirangsang. Dengan
adanya latihan, maka sel syaraf otak akan berusaha untuk memodifikasi postulat<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>postulat<span style="mso-ansi-language: IN;"> </span>ilmu yang dirumuskan dalam memori otak.
Sel (syaraf) otak akan aktif belajar dengan adanya inf<span lang="IN" style="mso-ansi-language: IN;">ormasi</span>. Teori Hebb pada kenyataannya tidak
membutuhkan “proses”, akan tetapi postulat<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>postulat<span style="mso-ansi-language: IN;"> </span>tersebut dapat dipertanggungjawabkan apabila didasarkan pada
keyakinan bahwa belajar merupakan usaha untuk mengkondisikan penguataan<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>penguatan<span style="mso-ansi-language: IN;"> </span>(<i style="mso-bidi-font-style: normal;">reinforces</i>)
menuju proses emosi dan kognitif yang lebih tinggi. Pengulangan<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>pengulang<span style="mso-ansi-language: IN;"> </span>akan membuat pelajar percaya diri dengan
konsep<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>konsep<span style="mso-ansi-language: IN;"> </span>baru, lebih
penting lagi mengulang akan memberikan kesempatan untuk mengunjungi kembali
konsep dengan cara lain, baik secara visual, auditorial, kinestetik maupun
melalui kecerdasan yang lain.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; text-indent: 42.55pt;">
Satu hal yang menarik dari temuan Hebb adalah
“intelegensi” merupakan aktivitas yang bikameral (memakai kedua belahan otak).
Penemuan ini berbeda dengan tesis para ilmuan sebelumnya yang menganggap sistem
intuisi otak kanan dan sistem intelek otak kiri sebagai dua sistem yang
terpisah dan berbeda. Paul LaViolette dan seorang ahli phisikhiatri menyodorkan
teori (sebagai kelanjutan teori Hebb) tentang fungsi otak yang menganggap
berpikir logis dan perasaan otak kanan sebagai suatu integrasi (paduan) dalam
belajar dan pemecahan masalah.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; text-indent: 42.55pt;">
Teori ini sebagaimana teori Guth<span lang="IN" style="mso-ansi-language: IN;">i</span>re memilki kelebihan tersendiri diantara
teori<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>teori<span style="mso-ansi-language: IN;"> </span>psikologi aliran
kognitifisme yang lain. Secara<span style="mso-ansi-language: IN;"> </span>ilmiah
teori Hebb ini sangat menarik, karena kajiannnya disandarkan pada m<span lang="IN" style="mso-ansi-language: IN;">e</span>kanisme ilmu biologi.<br />
Seperti halnya Tolman, Hebb menunjukkan adanya perbedaan antara motivasi dan
belajar, serta kesukaran<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>kesukaran<span style="mso-ansi-language: IN;"> </span>yang menyertai pembagian otak menjadi dua bagian. Teori rangsang<span lang="IN" style="mso-ansi-language: IN;">annya</span> (arausel) tidak memecahkan
kesukaran<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>kesukaran<span style="mso-ansi-language: IN;"> </span>tersebut, namun
ia memberikan pemecahan masalah pada hipotesis reduksi gerakan yang dilontarkan
Hull yang menerangkan kebiasaan manusia dalam mengurangi gerakan pada satu
kesempatan dan menambahnya pada kesempatan lain.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; text-indent: 34.9pt;">
Dengan demikian penelitian Hebb berkonsentrasi pada
teori arausel, sensori deprivation, reinforcement dan fear. Belajar merupakan
hal yang subyektif, di mana si pelajar akan mengadakan perubahan<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>perubahan<span style="mso-ansi-language: IN;"> </span>penting pada tingkat intelegensinya. Hebb
telah memberikan <span lang="IN" style="mso-ansi-language: IN;">peran</span> yang
besar dalam memberikan motivasi belajar.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 1.0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">ANALISA</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal" style="margin-left: 1.0cm; text-indent: 42.55pt;">
Donald O. Hebb
bukanlah psikolog pertama yang menempatkan otak sebagai alat belajar.
Penemuannya tentang asosiasi antara ranah<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>ranah<span style="mso-ansi-language: IN;"> </span>otak
yang saling berhubungan dengan aktif tidak berbeda dengan hasil penelitian
Pavlov. Hebb bisa dikatakan sebagai penerus psikolog aliran kognitifis yang
meneruskan penemuan Pavlof tentang analisa area yang luas (otak) menuju
penelitian pada area yang lebih kecil (sel syaraf atau neuron), meskipun Hebb
tetap menghargai prinsip umum yang digunakan oleh Pavlov.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; text-indent: 42.55pt;">
Teori Hebb
menitikberatkan pada penemuan<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>penemuan<span style="mso-ansi-language: IN;"> </span>ilmu syaraf. Meskipun demikian, Hebb memulai teorinya dengan
langkah spekulatif yang tinggi,<span style="mso-ansi-language: IN;"> </span>demikian
pula kesimpulan penelitiannya (teorinya) masih bersifat sp<span lang="IN" style="mso-ansi-language: IN;">e</span>kulatif dan belum menjadi teori
penyelesaian (resmi). Penemuan Hebb tentang transmisi kimia dalam sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>syaraf, dasar<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>dasar<span style="mso-ansi-language: IN;"> </span>fisiologi dan penguatan struktur sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>syaraf, di pandang tidak relevanm dengan
model dasar dalam ilmu pengetahuan tentang otak.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; text-indent: 42.55pt;">
Guinlan (1991)
mengindikasikan bahwa teori Hebb tentang postulat fisiologi syaraf, merupakan
hal yang eksklusif dan statis, sedangkan sistem syaraf menurut Guinlan sifatnya
dinamis dan terus bertambah ketika sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>syaraf
tersebut saling berhubungan.<span style="mso-ansi-language: IN;"> </span>Dalam
pandangan penulis, kedua belahan otak memiliki arti yang sama pentingnya,
dengan demikian pemanfaatan keduanya harus “seimbang” dalam setiap aspek
kehidupan. Dengan demikian belajar menjadi hal yang mudah apa bila kedua
belahan otak tersebut dapat dimanfaatkan secara bergantian, dengan memilih
belahan otak mana yang diperlukan dalam masing<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>masing<span style="mso-ansi-language: IN;"> </span>permasalahan yang dihadapi. Pemanfaatan
fungsi otak yang tidak seimbang, akan menyebabkan seseorang menjadi stress, dan
kesehatan mental dan fisiknya menjadi buruk.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="margin-left: 1.0cm; text-indent: 42.55pt;">
Hebb
mengatakan bahwa tinggi rendahnya IQ seseorang tida<span lang="IN" style="mso-ansi-language: IN;">k</span> ditentukan oleh faktor keturunan, akan
tetapi ditentukan oleh latihan<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>latihan<span style="mso-ansi-language: IN;"> </span>penggunaan fungsi otak. Teori ini melahirkan kesimpulan bahwa siswa
yang memilki tingkat IQ yang tidak terlalu tinggi, akam memiliki kesempatan
memperoleh hasil belajar yang sama dengan siswa yang memiliki tingkat IQ
tinggi, tentu saja hal tersebut melalui latian<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>latian<span style="mso-ansi-language: IN;"> </span>yang intensif.<span style="mso-ansi-language: IN;"> </span><i style="mso-bidi-font-style: normal;">Brain research</i> memastikan
bahwa pengalaman konkrit, pengalaman yang kompleks dan beraneka warna sangat
esensial dalam proses belajar mengajar. Siswa perlu memahami secara baik pola<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>pola<span style="mso-ansi-language: IN;"> </span>yang lebih besar dari keseluruhan objek
kajian, karena setiap bagian dari sesuatu<span lang="IN" style="mso-ansi-language: IN;"> yang</span> melekat pada keutuhannya<span lang="IN" style="mso-ansi-language: IN;"> dimana s</span>atu subyek akan terkait dengan subyek<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>subyek<span style="mso-ansi-language: IN;"> </span>yang lain.<span lang="IN" style="mso-ansi-language: IN;"> A</span>pa yang harus dikuasai oleh siswa adalah pemahaman yang bermakna<span lang="IN" style="mso-ansi-language: IN;">. O</span>tak berfungsi sebagai detektor
yang bekerja secara dinamis serta memahami suatu subyek sebagai hasil dari
pemahamannya tentang hubungan dari berbagai faktor.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 1.0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">APLIKASI
TEORI DONAL O. HEBB (NEURO PSYCHOLOGI) DALAM PENDIDIKAN</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; text-indent: 42.55pt;">
Hasil penelitian yang dilakukan oleh Donald O. Hebb (<i style="mso-bidi-font-style: normal;">teori neuro psychologi</i>) telah banyak
memberikan kontribusi pada perkembangan ilmu biologi dan fisiologi, meskipun
dalam tataran ilmiah metode eksprimennya masih tergolong lemah.<span style="mso-ansi-language: IN;"> </span>Dalam kelompok teori belajar, metode Hebb
tergolong pada metode yang mendasarkan kemampuan belajar pada peran kognitif
yang tinggi. Model ini berorentasi pada kemampuan siswa dalam memproses
informasi melalui sistem otak dal sel<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>sel<span style="mso-ansi-language: IN;"> </span>syarafnya.
Proses informasi tersebut berkaitan dengan pengumpulan atau penerimaan stimuli
dari lingkungan, pengorganisasian data, pemecahan masalah, serta penggunaan
symbol<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>symbol<span style="mso-ansi-language: IN;"> </span>verbal dan non
verbal. Model ini berkenaan juga dengan kemampuan memecahkan masalah dan
kemampuan berfikir yang produktif, serta sangat erat kaitannya dengan kemampuan
intelektual secara umum (<i style="mso-bidi-font-style: normal;">general
intellectual ability</i>).<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;">STRATEGI
PEMBELAJARAN DENGAN MODEL DONAL O.HEBB.</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; text-indent: 42.55pt;">
Dalam mengaplikasikan teori Hebb dalam pendidikan,
maka dapat diambil sebuah pendekatan strategi pembelajaran sebagai berikut<span lang="IN" style="mso-ansi-language: IN;">:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 46.35pt; mso-add-space: auto; mso-list: l2 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mengajar
dengan metode induktif, metode ini bertujuan untuk mengembangkan kemampuan
berfikir dan membentuk teori (memberikan symbol<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>symbol). Metode ini
banyak dianut oleh praktisi pendidikan, meskipun dalam pandangan<span style="mso-ansi-language: IN;"> </span>Popper metode ini telah memisahkan sains
dengan filsafat ilmu pengetahuan, yang akhirnya akan membuat jarak antara
penemuan ilmiah dengan kecenderungan menelaah sebuah teori.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 46.35pt; mso-add-space: auto; mso-list: l2 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Latihan
inquiri<span lang="IN" style="mso-ansi-language: IN;">,</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">p</span>ada prinsipnya latihan ini memilki
tujuan yang sama dengan metode induktif, akan tetapi letak perbedaannya adalah
pada proses mencari dan menemukan informasi yang diperlukan<span lang="IN" style="mso-ansi-language: IN;">.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 46.35pt; mso-add-space: auto; mso-list: l2 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Inquiri
keilmuan<span lang="IN" style="mso-ansi-language: IN;">,</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">m</span>etode ini menitikberatkan pada
penelusuran kesimpulan melalui pendekatan penelitian secarah ilmiah. Tujuan
dari strategi ini adalah mengajarkan metode<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>metode<span style="mso-ansi-language: IN;"> </span>penelitian
dalam disiplin ilmu serta mengembangkan domain psikomotorik dan afektif
disamping domain kognitif yang menjadi dasar dalam pengembangannya<span lang="IN" style="mso-ansi-language: IN;">.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 46.35pt; mso-add-space: auto; mso-list: l2 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Pembentukan
konsep<span lang="IN" style="mso-ansi-language: IN;">,</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">c</span>ara ini bertujuan untuk melatih
kemampuan berfikir induktif dan kemampuan melakukan analisis<span lang="IN" style="mso-ansi-language: IN;">.</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 46.35pt; mso-add-space: auto; mso-list: l2 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Pengembangan,
hal ini dimaksudkan untuk mengembangkan aspek<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>aspek<span style="mso-ansi-language: IN;"> </span>sosial dan moral peserta didik.<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">BAB III</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">KESIMPULAN</span></b><span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-indent: 42.55pt;">
Pada dasarnya otak terbagi menjadi dua bagian, yaitu otak kiri (<i style="mso-bidi-font-style: normal;">left hemisphere</i>) dan otak kanan (<i style="mso-bidi-font-style: normal;">right hemisphere</i>). Otak kiri cenderung memeperhatikan
hal<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>hal<span style="mso-ansi-language: IN;"> </span>yang sifatnya verbal,
sedangkan otak kanan cenderung memperhatikan hal<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>hal<span style="mso-ansi-language: IN;"> </span>yang sifatnya non<span style="mso-ansi-language: IN;"> </span>verbal. Kedua belahan otak tersebut akan bekerja secara
bersama-sama, meskipun volumenya berbeda. Apabila otak kiri lebih dominan, maka
otak kanan akan lambat bekerja, demikian pula sebaliknya.<span style="mso-ansi-language: IN;"> </span>Penelitian Donald O. Hebb yang melahirkan
teori neuro psychologi telah banyak memberikan kontribusi dalam dunia
pendidikan, khusunya dalam disiplin ilmu "teori belajar”.<a href="https://www.blogger.com/blogger.g?blogID=8185930932149973225" name="_ftn1"><span lang="IN" style="mso-ansi-language: IN;"></span></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div class="MsoNormal" style="margin-left: 62.95pt; text-indent: -17.85pt;">
<br /></div>
<div align="center" class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: center;">
<span style="mso-bookmark: _ftn1;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">DAFTAR PUSTAKA</span></b></span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
Bobbi DePorter, dkk. Quantum Teaching: Mempraktekkan Quantum
Learning di Ruang<span style="mso-ansi-language: IN;"> </span>ruang Kelas,terj.
Ary Nilandari, (Bandung: Mizan Media Utama, 2001)<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
Dimyati dan Mudjiono, Belajar dan Pembelajaran, (Jakarta:
Rineka Cipta)<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Hergenhahn,B.R
dan Olson, Metthew H. (1997). Theories of learning, 5<sup>th</sup><span style="mso-spacerun: yes;"> </span>edition, New</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Jersey :
Prentice</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">–</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Hall</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">International,
Inc</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
<a href="http://www.lifecircles-inc.com/Learningtheories/IP/Hebb.html"><span style="color: black; mso-themecolor: text1;">http://www.lifecircles-inc.com/Learningtheories/IP/Hebb.html</span></a><span lang="IN" style="color: black; mso-ansi-language: IN; mso-themecolor: text1;">. Di
download, tanggal 20 November 2011. Pukul 21.12 WIB</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
Muhibbin Syah, Psikologi Belajar (Jakarta :RajaGrapindo
Persada, 2003)<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
Nana Sudjana, Dasar<span style="mso-ansi-language: IN;"> </span>–<span style="mso-ansi-language: IN;"> </span>dasar<span style="mso-ansi-language: IN;"> </span>Proses
Belajar, (Bandung: Sinar Baru Algesindo, 1989)<span lang="IN" style="mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 0cm; mso-add-space: auto;">
Willian Berkson dan John Wettersten, Psikologi Belajar dan
Filsafat Ilmu Karl Popper, terj. Ali Noer Zaman, Yogyakarta: Qalam, 2003)<span lang="IN" style="mso-ansi-language: IN;"></span></div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0tag:blogger.com,1999:blog-8185930932149973225.post-17177128009251076892015-10-26T05:07:00.000-07:002015-10-26T05:07:29.926-07:00AKTIVITAS FISIK DAN PERFORMA OLAHRAGA<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB
I</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-align: center; text-indent: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENDAHULUAN</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Aktivitas
fisik adalah pergerakan anggota tubuh yang menyebabkan pengeluaran tenaga
secara sederhana yang sangat penting bagi pemeliharaan fisik, mental, dan
kualitas hidup sehat ( webmaster @ promosi kesehatan.com : 04 oktober 2005).
Beberapa pakar mempunyai pengertian tentang aktivitas fisik, antara lain
menurut Sunita Almatsier (2003 : 144) mengatakan bahwa aktivitas fisik dapat
didefinisikan sebagai gerakan fisik yang dilakukan oleh otot dan sistem
penunjangnya. Menurut Dedi Subardja ( 2004 : 50) aktivitas fisik dapat
didefinisikan sebagai gerakan fisik sebagai suatu akibat dari konstraksi otot
skelet. Aktivitas fisik merupakan kegiatan yang hampir disetiap waktunya
dilakukan manusia. Dalam aktifitas fisik terdapat unsur – unsur yang mungkin
tidak diketahui manusia pada kegunaanya dan jenisnya. Persepsi dari setiap
orang setiap tubuh bergerak merupakan aktifitas fisik, dan pengertian itu
disamakan dengan olahraga. Padahal dalam aktivitas fisik terdapat banyak macam
– macam tujuan dari aktifitas fisik tersebut. Setiap aktifitas fisik mempunyai
tujuan yang berbeda – beda pula. Di kehidupan sehari – hari aktifitas fisik
mempunyai peran penting dalam pencapaian tujuan. Seluruh orang melakukan
aktifitas fisik untuk memenuhi kebutuhan hidup mereka. Tanpa ada aktifitas
fisik maka manusia tidak mampu berkarya dalam menjalani kehidupannya.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setiap
manusia dalam tiap harinya selalu melakukan aktifitas fisik. Namun hal yang
membedakan antar aktifitas fisik adalah pelaksanaanya dan tujuan dari aktifitas
fisik tersebut. Dalam kehidupan sehari – hari aktifitas fisik dapat memberikan
tujuan sebagai gerak tubuh. Dimana gerak tubuh sendiri dapat dibedakan gerak
karya dan gerak olahraga. Gerak karya tidaklah terprogram dan tidak terukur,
namun gerak olahraga terprogram, terencana dan terukur. Gerak olah raga sendiri
mempunya tujuan atau fungsi yang salah satunya olahraga kompetitif dimana
didalamnya terdapat unsur prestasi dan performa. Sedangkan untuk gerak karya
hanya sebagai gerak yang dilakukan manusia sehari – hari untuk memenuhi
kebutuhan hidupnya.</span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-align: center; text-indent: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB
II</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-align: center; text-indent: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PEMBAHASAN</span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENGERTIAN
AKTIFITAS FISIK (OLAHRAGA) DAN PERFORMA</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-indent: 0cm;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Aktivitas
fisik adalah pergerakan anggota tubuh yang menyebabkan pengeluaran tenaga yang
sangat penting bagi pemeliharaan kualitas hidup agar tetap sehat dan bugar.
Dalam kehidupan sehari – hari setiap orang (individu) melakukan berbagai
aktifitas fisik dimana sebagian aktifitas tersebut telah menjadi rutinitas
kesehariannya. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Beberapa pakar mempunyai pengertian
tentang aktivitas fisik, antara lain menurut Sunita Almatsier (2003 : 144)
mengatakan bahwa aktivitas fisik dapat didefinisikan sebagai gerakan fisik yang
dilakukan oleh otot dan sistem penunjangnya. Menurut Dedi Subardja ( 2004 : 50)
aktivitas fisik dapat didefinisikan sebagai gerakan fisik sebagai suatu akibat
dari konstraksi otot skelet. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dalam setiap aktifitas fisik akan
meningkatkan pengeluaran tenaga dan energi (pembakaran kalori) untuk pencapaian
suatu tujuan tertentu. Misalnya berjalan, mencuci, olahraga, bersepeda,
memasak, menyapu lantai dan masih banyak lagi aktifitas fisik yang dilakukan
sehari – hari. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dari beberapa pengertian yang
dikemukakan aktivitas fisik merupakan suatu kondisi yang memerlukan tingkatan
gerakan yang berbeda sesuai dengan kebutuhan energi yang dikeluarkan, sehingga
kalori per jam akan berkurang tergantung tingkat aktivitasnya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dalam
melakukan aktifitas fisik walaupun mengeluarkan tenaga dan energi mempunyai
manfaat yang dapat dilihat dari segi fisik dan psikologis. Dengan pelaksanaan
aktifitas fisik yang teratur selama sekurang – kurangnya 30 menit dan
dilaksanakan dengan benar, maka aktifitas fisik dapat memberikan segi positif
dalam kehidupan manusia. Manfaat dari aktifitas fisik adalah dibawah ini:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 53.45pt; mso-add-space: auto; mso-list: l8 level1 lfo2; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Manfaat
Fisik/ Biologis</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menjaga
tekanan darah agar stabil dalam batas normal</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Meningkatkan
daya tahan tubuh terhadap penyakit</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menjaga
berat badan yang ideal</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menguatkan
tulang dan otot</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Meningkatkan
kelenturan tubuh</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Meningkatkan
kebugaran tubuh</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 53.45pt; mso-add-space: auto; mso-list: l8 level1 lfo2; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Manfaat
Psikis/ Mental</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mengurangi
stress</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Meningkatkan
rasa percaya diri</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Membangun rasa
sportifitas</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memupuk
tanggung jawab</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Membangun
kesetiakawanan sosial</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Salah
satu dari aktifitas fisik yang memberikan kontribusi yang cukup besar dalam
menjaga kebugaran adalah olahraga. Olahraga termasuk dalam aktifitas fisik yang
mampu memberi sumbangan yang cukup besar dari segi kesehatan, kebugaran, dan
psikologis jika dilakukan dengan benar dan sesuai dengan prosedur latihan.
Dibawah ini cara melakukan aktifitas fisik dengan benar adalah:</span></div>
<div align="left" class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 63.1pt; mso-add-space: auto; mso-list: l7 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Lakukan
aktivitas fisik sebelum makan atau 2 jam setelah makan.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 63.1pt; mso-add-space: auto; mso-list: l7 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Awali
aktivitas fisik dengan pemanasan dan peregangan.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 63.1pt; mso-add-space: auto; mso-list: l7 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Lakukan
gerakan ringan dan secara perlahan ditingkatkan sampai sedang.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 63.1pt; mso-add-space: auto; mso-list: l7 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jika
sudah terbiasa dengan aktivitas tersebut, frekuensi dan intensitasnya
dapat<span style="mso-spacerun: yes;"> </span>ditambah atau ditingkatkan.</span></div>
<div align="left" class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 63.1pt; mso-add-space: auto; mso-list: l7 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Lakukan
secara bertahap hingga mencapai 30 menit. Jika belum terbiasa dapat dimulai
dengan beberapa menit setiap hari dan ditingkatkan secara bertahap.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Olahraga
adalah suatu bentuk aktivitas fisik yang terencana dan terstruktur, yang
melibatkan gerakan tubuh berulang-ulang dan ditujukan untuk meningkatkan
kebugaran jasmani. (</span><span lang="IN"><a href="http://dinkes-sulsel.go.id/new/images/pdf/panduan-kesehatan-olahraga.pdf"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">http://dinkes-sulsel.go.id/new/images/pdf/panduan-kesehatan-olahraga.pdf</span></a></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Sebenarnya olahraga
mempunyai pengertian yang sangat banyak. Tergantung dari tujuan utama
pelaksanaan olahraga itu sendiri. Menurut KDI Keolahragaan (2000) dilihat dari
tujuan dan kegiatannya olahraga dapat diidentifikasi sebagai berikut:</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Olahraga pendidikan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Olahraga kesehatan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Olahraga rekreatif</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Olahraga rehabilitatif</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Olahraga kompetitif</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga itu
sendiri pada hakikatnya bersifat netral dan natural, namun masyarakatlah yang
kemudian membentuk dan memberi arti terhadapnya. Sesuai dengan fungsi dan
tujuannya, olahraga dapat dirinci sebagai berikut.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga pendidikan adalah proses
pembinaan menekankan penguasaan keterampilan dan ketangkasan berolahraga
termasuk juga pembinaan nilai-nilai kependidikan melalui pembekalan pengalaman
yang lengkap sehingga yang terjadi adalah proses sosialisasi melalui dan ke
dalam olahraga.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga kesehatan adalah jenis
kegiatan olahraga yang lebih menitikberatkan pada upaya mencapai tujuan
kesehatan dan fitnes yang tercakup dalam konsep <i>well-being</i> melalui
kegiatan olahraga.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga rekreatif adalah jenis
kegiatan olahraga yang menekankan pencapaian tujuan yang bersifat rekreatif
atau manfaat dari aspek jasmaniah dan sosial-psikologis.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga rehabilitatif adalah jenis
kegiatan olahraga, atau latihan jasmani yang menekankan tujuan yang bersifat
terapi atau aspek psikis dari perilaku.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 71.45pt; mso-add-space: auto; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga kompetitif adalah jenis
kegiatan olahraga yang menitikberatkan peragaan performa dan pencapaian
prestasi maksimal yang biasanya dikelola oleh organisasi olahraga formal, baik
nasional maupun internasional (KDI Keolahragaan, 2000: 10-11).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Karena
karakteristik olahraga semakin kompleks, selain mengandung muatan
bio-psiko-sosio-kutural-antropologis dan juga teknologis <i>(techno-sport)</i>
serta respon lingkungan <i>(eco-sport)</i>, maka amat sukar menetapkan sebuah
batasan. Namun demikian dapat diidentifikasi ciri yang bersifat umum <i>(common
denominator)</i> sebagai berikut:</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 89.45pt; mso-add-space: auto; mso-list: l1 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga merupakan subsistem dari
bermain: pelaksanaan secara sukareka tanpa paksaan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 89.45pt; mso-add-space: auto; mso-list: l1 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga berorientasi pada dimensi
fisikal: kegiatan itu merupakan peragaan keterampilan fisik;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 89.45pt; mso-add-space: auto; mso-list: l1 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga merupakan kegiatan riil,
bukan ilusi atau imajinasi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 89.45pt; mso-add-space: auto; mso-list: l1 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga, terutama olahraga
kompetitif, menekankan aspek performa dan prestasi sehingga di dalamnya
terlibat unsur perjuangan, kesungguhan, dan faktor <i>surprise</i> sebagai
lawan dari faktor untung-untungan sehingga performa itu dicapai melalui usaha
pribadi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 89.45pt; mso-add-space: auto; mso-list: l1 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga berlangsung dalam suasana
hubungan sosial dan bersifat kemanusiaan, bukan membangkitkan naluri rendah,
bahkan justru membangun solidaritas;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 89.45pt; mso-add-space: auto; mso-list: l1 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Olahraga harus bermuara pada upaya
untuk meningkatkan dan memelihara kesehatan total <i>(wellness)</i> (KDI
Keolahragaan, 2000: 11-12).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 89.45pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">HUBUNGAN
AKTIFITAS FISIK TERHADAP PEFORMA</span></b></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Hubungan
antara aktifitas fisik dan performa adalah aktifitas fisik yang disini dengan
kata lain olahraga memberikan sumbangan yang besar dalam performa manusia.
Walaupun dengan proses latihan yang akan memberikan aktifitas fisik tersebut
menuju performa yang diharapkan. Dengan kata lain aktifitas fisik mempunyai
peran dalam setiap performa manusia diberbagai bidangnya. Aktifitas fisik
memberikan peran pada performa manusia dalam kehidupan sehari – hari dan cabang
olahraga. dalam kehidupan sehari – hari keuntungan melakukan aktifitas fisik
secara teratur adalah:</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto; mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Terhindar
dari penyakit jantung, stroke, osteoporosis, kanker, tekanan darah tinggi,
kencing manis, dan lain-lain.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto; mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berat
badan terkendali.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Otot
lebih lentur dan tulang lebih kuat.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bentuk
tubuh menjadi ideal dan proporsional.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Lebih
percaya diri.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Lebih
bertenaga dan bugar.</span></div>
<div align="left" class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto; mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Secara keseluruhan keadaan kesehatan menjadi
lebih baik</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sedangkan
dalam bidang olahraga terutama dalam olahraga kompetitif yang menekankan aspek
performa dan prestasi, maka terdapat unsur perjuangan, dan faktor surprise,
sebagai lawan dari faktor untung – untungan sehingga performa itu dicapai
melalui usaha pribadi. Maka olahraga yang mengandung unsur kompetitif dalam
pencapaian suatu performa yang diharapkan olaharaga (aktifitas fisik) tidak
semata – mata bisa diwujudkan. Hal tersebut diperlukan proses perubahan dan
pembentukan tubuh agar bisa memberikan performa yang diinginkan. Dalam hal ini
maka prinsip latihan dan aspek – aspek latihan yang memberikan peran dalam
mewujudkan performa yang diinginkan. Olahraga kompetitif mempunyai unsur
perjuangan didalamnya, dengan kata lain untuk mencapai tujuan yang diharapkan
diperlukan tahap – tahap dan harus dilakukan secara sungguh – sungguh agara
tercapai tujuan tersebut. Untuk atlet diperlukan latihan yang terprogram sesuai
dengan prinsip – prinsip latihan untuk mencapai prestasi puncak. Dalam hal ini
pelatih sangat berperan penting dalam proses latihan. Disamping sebagai
motivator pelatih juga berperan sebagai supir yang mengantarkan atlet menuju
terminal prestasi puncak. Pelatih, seperti telah disinggung di atas, bukan
sekedar instruktur olahraga yang memberitahukan atlet cara – cara untuk
melakukan gerakan tertentu dala olahraga. Pelatih juga merupakan tokoh panutan,
guru, pembimbing, pendidik, pemimpin, bahkan tak jarang menjadi tokoh model
bagi atletnya. Pelatih sendiri juga mungkin meniru gaya pelatih lain atau
pelatih senior yang melatih dirinya. Ada pepatah asing yang mengatakan
"monkey see, monkey do", artinya apa yang dilihat, itulah yang
dikerjakan.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Akan
tetapi </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">bagi atlit-atlit yang tidak berkompetensi, olahraga
melebihi takaran yang dianjurkan tidak akan banyak bermanfaat, bahkan
memungkinkan terjadinya hal- hal yang tidak diinginkan seperti cedera. Karena
olahraga yang bermanfaat jika memenuhi takaran yang sesuai dengan:</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo9; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Intensitas</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left; text-indent: 0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Intensitas latihan adalah kerasnya
latihan yang dilakukan, khususnya latihan yang bersifat aerobik. Takaran
intensitas latihan adalah yang paling penting harus dipenuhi. Intensitas
latihan dapat dilakukan dengan menghitung denyut nadi. Saat melakukan latihan
olahraga, denyut nadi sedikit demi sedikit naik. Jumlah denyut permenit dapat
dipakai sebagai ukuran, apakah intensitas latihan yang dilakukan cukup atau
belum, atau melampaui batas kemampuan. Denyut nadi maksimal (DNM) yang boleh
dicapai pada waktu melakukan olahraga adalah 220- umur (dalam tahun).
Intensitas latihan pada olahraga kesehatan harus dapat mencapai denyut denyut
nadi antara 60-80% dari DNM. Latihan dilakukan sampai berkeringat dan bernapas
dalam, tanpa timbul sesak napas atau timbul keluhan seperti nyeri dada, pusing
(Giam,Teh, 1992). </span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Lamanya
latihan</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">L</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">amanya
latihan merupakan hal yang perlu diperhatikan, Jika intensitas latihan lebih
tinggi maka waktu latihan dapat lebih pendek, Sebaliknya jika intensitas
latihan lebih kecil maka waktu latihan harus lebih lama. Takaran lamanya
latihan untuk olahraga kesehatan antara 20-30 menit dalam zone latihan, lebih
lama lebih baik. Latihan-latihan tidak akan efisien, atau kurang membuahkan
hasil, jika kurang dari takaran tersebut.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo9; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Frekuensi
latihan</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">F</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">rekuensi
latihan berhubungan erat dengan intensitas latihan dan lama latihan. Beberapa
penelitian menyimpulkan bahwa latihan paling sedikit tiga hari perminggu, baik
untuk olahraga kesehatan maupun olahraga prestasi. Hal ini disebabkan ketahanan
seseorang akan menurun setelah 48 jam tidak melakukan latihan. Jadi, diusahakan
sebelum ketahanan menurun harus sudah berlatih lagi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dalam
penampilan olahraga (<i style="mso-bidi-font-style: normal;">performance</i>)
aspek – aspek yang berpengaruh bukan hanya lama dan tidaknya latihan. Dalam
latihan didalamnya terdapat kualitas, kuantitas, dan banyak lagi yang dapat
mempengaruhi kinerja tubuh maupun hasil latihan tersebut. Menurut teori latihan
prestasi tidak dapat dicapai melalui jalan pintas maupun waktu jangka pendek
dan tidak bisa lepas dari peran pelatih. Untuk menuju prestasi puncak
diperlukan latihan yang terprogram, terukur, berkontinyu, dan terorganisir.
Untuk memperoleh prestasi yang optimal perlu disusun perencanaan program
latihan yang didalamnya diselaraskan dengan periode persiapan, periode
pertandingan, dan transisi. Dalam satu periode banyak faktor – faktor yang
mempengaruhi kualitas latihan dan hasil latihan. Karena disetiap periodisasi
sesi latihan akan dibeda – bedakan menurut tujuan dari latihan itu sendiri.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tidak
lepas dari konteks olahraga kompetitif, aktifitas jasmani juga berperan dalam
performa dalam prestasi. Prestasi dalam bidang olah raga maupun prestasi dalam
kehidupan sehari – hari. Mengingat manfaat olahraga sendiri yang sangat
mendasar adalh membuat badan sehat. Bisa dipahami secara non konteks, jika
badan kita sehat maka kegiatan yang berbentuk apa saja bisa kita lakukan. Atau
jika badan kita bugar, setelah melakukan satu kegiatan badan masih dapat
melakukan kegiatan yang lainnya. Hal ini sebagai dasar pengertian perforna
olahraga. Setelah hal tersebut dicapai maka maka fungsi olahraga yang lainnya
dapat kita pahami. Hubungan olahraga dengan performa dapat dilihat dari fungsi
dan tujuan olahraga. Selain membuat badan kita sehat olahraga mampu membuat
percaya diri penampilan tubuh. Pria maupun wanita sangat perlu penampilan yang
proposional dalam kehidupan sehari – hari. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; text-indent: 35.45pt;">
<br /></div>
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></b>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-align: center; text-indent: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB
III</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KESIMPULAN</span></b></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; text-indent: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KESIMPULAN</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Aktifitas
fisik memberikan sumbangan yang positif dalam performa manusia dalam mencapai
tujuan. Melihat dari tujuan – tujuan aktifitas fisik (olahraga) yang terdiri
dari olahraga pendidikan, olahraga rekreasi, olahraga kesehatan, olaharaga
rehabilitatif, dan olahraga kompetitif maka aktifitas fisik tersebut memberikan
peran penting dalam pencapaian performa yang diharapkan. Dalam kehidupan sehari
– hari aktifitas fisik memberikan sumbangan dalam mencapai kebutuhan dan
tujuannya. Sedangkan dalam olahraga yang kompetitif, aktifitas fisik berperan
untuk mencapai puncak prestasi.</span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DAFTAR
PUSTAKA</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(</span><span lang="IN"><a href="http://dinkes-sulsel.go.id/new/images/pdf/panduan-kesehatan-olahraga.pdf"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">http://dinkes-sulsel.go.id/new/images/pdf/panduan-kesehatan-olahraga.pdf</span></a></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 0cm;">
<span lang="IN"><a href="http://wirainside.blogspot.com/2011/03/pentingnya-aktivitas-fisik.html"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">http://wirainside.blogspot.com/2011/03/pentingnya-aktivitas-fisik.html</span></a></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"></span></div>
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<br /></div>
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<span lang="IN"><a href="http://www.scribd.com/doc/23309141/PENGARUH-AKTIVITAS-FISIK-SUBMAKSIMAL-SELAMA-30-MENIT-TERHADAP-PERUBAHAN-TEKANAN-DARAH-PADA-ORANG-SEHAT"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">http://www.scribd.com/doc/23309141/PENGARUH-AKTIVITAS-FISIK-SUBMAKSIMAL-SELAMA-30-MENIT-TERHADAP-PERUBAHAN-TEKANAN-DARAH-PADA-ORANG-SEHAT</span></a></span><span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 0cm;">
<span lang="IN" style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">KDI-Keolahragaan. 2000. Ilmu Keolahragaan Dan Rencana
Pengembangan. Jakarta Pusat: Departemen Pendidikan Nasional.</span></div>
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Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com1tag:blogger.com,1999:blog-8185930932149973225.post-679064603107682132015-10-26T04:45:00.002-07:002015-10-26T04:45:18.038-07:00TUGAS MATA KULIAH STATISTIKA<!--[if gte mso 9]><xml>
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<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">JAWABAN DIKIRIM LEWAT EMAIL (</span><a href="mailto:dhedhy_07@yahoo.com"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">dhedhy_07@yahoo.com</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">)</span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">ISILAH SUBJEK PADA
EMAIL DENGAN NAMA DAN NOMER NPM</span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">SELAMAT MENGERJAKAN</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jawablah pertanyaan dibawah ini</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><span>11.<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Kenapa
anda mengambil mata kuliah statistika?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">22.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Apa
kegunaan statistik buat anda? Jelaskan!</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">33.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Dalam
dunia olahraga apakah statistika diperlukan? Jelaskan alasan anda</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">44.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jelaskan
bedanya statistik dengan statistika!</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">55. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Bagaimanakan pendapat
anda tentang proses perkuliahan mata kuliah statistika!</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">56.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jelaskan
pengertian:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Variabel</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Populasi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sampel</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Standar
deviasi</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 54pt; text-indent: -18pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Uji
Korelasi dan Uji Komparasi</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> </span></div>
Bukanketerbatasanhttp://www.blogger.com/profile/10985096705443471177noreply@blogger.com0