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            <ITEXT CH="KEEFEKTIFAN METODE PRAKTIKUM BERBASIS"/>
            <ITEXT FONT="Calisto MT Bold Italic" CH=" INQUIRY"/>
            <ITEXT CH=" PADA PEMAHAMAN KONSEP DAN KETERAMPILAN PROSES SAINS"/>
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            <ITEXT CH="Anna Nashrullah*, Subiyanto Hadisaputro, Sri Susilogati Sumarti"/>
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            <ITEXT CH="Jurusan Kimia FMIPA Universitas Negeri Semarang"/>
            <para PARENT="institusi"/>
            <ITEXT CH="Gedung D6 Kampus Sekaran Gunungpati Telp. 8508112 Semarang 50229"/>
            <para PARENT="institusi"/>
            <ITEXT CH=" "/>
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            <ITEXT CH="Sejarah Artikel:"/>
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            <ITEXT CH="Diterima April 2015"/>
            <para PARENT="korespondensi"/>
            <ITEXT CH="Disetujui Mei 2015"/>
            <para PARENT="korespondensi"/>
            <ITEXT CH="Dipublikasikan Juni 2015"/>
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            <ITEXT CH="Penelitian ini merupakan penelitian eksperimen yang bertujuan untuk mengetahui adanya perbedaan pemahaman konsep dan keterampilan proses sains siswa serta mengetahui peningkatan pemahaman konsep siswa materi larutan penyangga. Desain penelitian yang digunakan adalah "/>
            <ITEXT FONT="Calisto MT Italic" CH="Pretest-Posttest Control Group Design"/>
            <ITEXT CH=". Pengambilan sampel dilakukan dengan menggunakan teknik "/>
            <ITEXT FONT="Calisto MT Italic" CH="cluster random sampling"/>
            <ITEXT CH=". Teknik pengumpulan data yang digunakan adalah observasi, dokumentasi, tes, dan angket. Analisis data dengan menggunakan uji t untuk mengetahui adanya perbedaan pemahaman konsep siswa dan uji "/>
            <ITEXT FONT="Calisto MT Italic" CH="N-gain"/>
            <ITEXT CH=" untuk mengetahui peningkatan pada pemahaman konsep siswa. Hasil penelitian diperoleh rata-rata nilai"/>
            <ITEXT FONT="Calisto MT Italic" CH=" posttest"/>
            <ITEXT CH=" kelas eksperimen 76,868 dan kelas kontrol 69,434. Hasil uji t pada nilai "/>
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            <ITEXT CH=" diperoleh harga t"/>
            <ITEXT FEATURES="inherit subscript" CH="hitung"/>
            <ITEXT CH=" (2,415) lebih dari t"/>
            <ITEXT FEATURES="inherit subscript" CH="kritis"/>
            <ITEXT CH=" (1,665) dengan derajat kebebasan sebesar 78 dan taraf signifikansi 5%, yang berarti ada perbedaan hasil belajar kognitif kelas eksperimen dengan kontrol. Uji "/>
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            <ITEXT CH=" yang dihasilkan sebesar 0,5162 "/>
            <ITEXT FONT="Calisto MT Italic" CH="N-gain"/>
            <ITEXT CH=" pada kelas eksperimen dengan kategori sedang dan 0,373 "/>
            <ITEXT FONT="Calisto MT Italic" CH="N-gain"/>
            <ITEXT CH=" pada kelas kontrol dengan kategori sedang. Berdasarkan hasil penelitian dapat disimpulkan bahwa metode praktikum berbasis "/>
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            <ITEXT CH=" efektif digunakan pada pembelajaran dan ada perbedaan keterampilan proses sains siswa antara kelas eksperimen dan kelas kontrol."/>
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            <ITEXT CH="Alamat korespondensi:"/>
            <para PARENT="korespondensi"/>
            <ITEXT CH="Email: annanashrullah02@gmail.com"/>
            <para PARENT="korespondensi"/>
            <ITEXT CH="Telp. 085786073160"/>
            <trail PARENT="korespondensi"/>
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            <ITEXT CH="Pendahuluan "/>
            <para PARENT="header"/>
            <ITEXT CH="Upaya meningkatkan kualitas proses dan hasil belajar para siswa di setiap jenjang dan tingkat pendidikan perlu diwujudkan agar diperoleh kualitas sumber daya manusia Indonesia yang dapat menunjang pembangunan nasional. Salah satu masalah yang perlu diperhatikan dalam dunia pendidikan adalah menyangkut mutu pendidikan. Pendidikan merupakan usaha sadar, terencana untuk mewujudkan proses belajar dan hasil belajar yang optimal sesuai dengan karakteristik peserta didik (Septriana &amp; Handoyo, 2006). Pendidikan diselenggarakan sebagai suatu proses pemberdayaan peserta didik sepanjang hayat, maka dari itu membutuhkan guru yang mampu membuat peserta didik menjadi berkembang, kreatif, dan mandiri sehingga dapat mencapai tujuan pendidikan yang telah ditetapkan. Salah satu model pembelajaran yang menekankan pemberian pengalaman belajar secara langsung melalui penggunaan dan pengembangan keterampilan proses adalah model pembelajaran"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" (Maikristina et al., 2013)"/>
            <para PARENT="body"/>
            <ITEXT CH="Pembelajaran"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" merupakan model pembelajaran yang berusaha mengembangkan cara berfikir secara ilmiah. Model pembelajaran ini lebih memberikan ruang bagi peserta didik untuk lebih banyak belajar sendiri, mengeksplorasi sendiri sekreatif mungkin dalam memecahkan masalah. Siswa diharapkan mampu mengidentifikasi konsep-konsep kimia, bentuk perkembangan, dan menulis penjelasan dan data berdasarkan metode"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" yang digunakan dalam pembelajaran (Bilgin, 2009)."/>
            <ITEXT FONT="Calisto MT Italic" CH=" Inquiry"/>
            <ITEXT CH=" berasal dari kata "/>
            <ITEXT FONT="Calisto MT Italic" CH="to inquire"/>
            <ITEXT CH=" yang berarti ikut serta atau terlibat, dalam mengajukan pertanyaan-pertanyaan, mencari informasi, dan melakukan penyelidikan (Yuniyanti et al., 2012). Pengembangan pembelajaran yang mandiri, menuntut siswa untuk aktif, mengembangkan kemampuan berfikir serta pengetahuan yang telah dimiliki sebelumnya. Materi yang disajikan guru tidak hanya diberitahukan dan diterima begitu saja oleh peserta didik, tetapi peserta didik diusahakan agar mereka memperoleh pengalaman dalam “menemukan sendiri” konsep-konsep yang direncanakan oleh guru."/>
            <para PARENT="body"/>
            <ITEXT CH="Kemampuan"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" selalu dikaitkan dengan kegiatan penyelidikan atau eksperimen, maka perlu adanya kegiatan praktikum untuk memfasilitasi peserta didik dalam mencari tahu dan menemukan apa yang dibutuhkan. Peserta didik akan lebih mengingat apa yang dikerjakannya dibandingkan dengan hanya menghafalkan konsep dengan melakukan praktikum. Karena praktikum memaksimalkan seluruh indera untuk bekerja. Kegiatan praktikum memberikan kesempatan peserta didik untuk mencari tahu dan membuktikan sebuah teori dengan pendekatan ilmiah. Mencari tahu dan menemukan sendiri inilah yang merupakan prinsip dasar"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH="."/>
            <para PARENT="body"/>
            <ITEXT CH="Masih adanya kesulitan dalam pembelajaran kimia, sehingga berdampak pada hasil belajar siswa yang rendah. perlu adanya keterampilan proses sains dasar peserta didik yang baik untuk meningkatkan hasil belajar. Proses dalam hal ini merupakan interaksi semua komponen atau unsur pembelajaran yang saling berhubungan untuk mencapai tujuan salah satu indikasinya adalah keberhasilan peserta didik untuk menghadapi persoalan dalam kehidupan sehari-hari (Wardani et al., 2009). Keterampilan proses sains tersebut dapat dipelajari oleh peserta didik dalam bentuk yang sederhana meliputi: (1) mengamati atau mengobservasi, (2) mengelompokkan atau mengklasifikasi, (3) meramalkan atau memprediksi, dan (4) mengkomunikasikan (Nugraha, 2005). Siswa harus dapat mengembangkan pengetahuan yang dimilikinya melalui keterampilan proses sains sehingga memunculkan pemahaman konsep yang mendalam. Pemahaman konsep adalah aspek kunci dari pembelajaran. Pemahaman konsep merupakan bagian dari hasil belajar dalam ranah kognitif. Diharapkan pengaplikasian keterampilan proses sains dalam pembelajaran akan memperoleh hasil belajar yang optimal (Darmayanti et al., 2013)."/>
            <para PARENT="body"/>
            <ITEXT CH="Berdasarkan hasil wawancara dengan guru, bahwa pembelajaran kimia materi larutan penyangga tidak dilakukan praktikum. Sarana dan prasarana laboratorium kimia dalam keadaan baik, namun pemanfaatannya belum maksimal. Kondisi tersebut akan berkaitan dengan hasil belajar dan keterampilan proses sains siswa yang rendah. Hasil observasi awal menunjukkan bahwa hasil belajar siswa kelas XI masih rendah, masih banyak yang belum mencapai KKM (76), belum mencapai ketuntasan klasikal 75%. Salah satu alternatif dengan melakukan pembelajaran yang menggunakan metode praktikum berbasis inquiry. Berdasarkan latar belakang masalah, terdapat beberapa rumusan masalah yaitu (1) Apakah pembelajaran metode praktikum berbasis inquiry dapat meningkatkan pemahaman konsep siswa? (2) Apakah ada perbedaan keterampilan proses sains antara siswa dengan metode praktikum berbasis inquiry (eksperimen) dan siswa dengan praktikum tanpa inquiry (kontrol)? Penelitian ini bertujuan untuk mengetahui peningkatan pemahaman konsep siswa dan mengetahui perbedaan keterampilan proses siswa antara kelas kontrol dengan kelas eksperimen."/>
            <para PARENT="body"/>
            <para PARENT="body"/>
            <ITEXT CH="Metode Penelitian"/>
            <para PARENT="header"/>
            <ITEXT CH="Penelitian dilakukan pada tanggal 9 Februari – 2 Maret 2015 di SMA N 1 Comal pada materi larutan penyangga yang merupakan jenis penelitian eksperimen dengan pendekatan kuantitatif. Metode eksperimen dilakukan untuk mencari pengaruh perlakuan tertentu terhadap yang lain dalam kondisi yang terkendalikan. Desain penelitian yang digunakan adalah "/>
            <ITEXT FONT="Calisto MT Italic" CH="Pretest-Posttest Control Group Design"/>
            <ITEXT CH=" (Sugiyono, 2012). Populasi yang digunakan terdiri dari empat kelas. Kemudian terpilih dua kelas sebagai sampel yang diambil dengan teknik "/>
            <ITEXT FONT="Calisto MT Italic" CH="cluster random sampling"/>
            <ITEXT CH=" yang diuji normalitas dan homogenitasnya."/>
            <para PARENT="body"/>
            <ITEXT CH="Variabel bebas yang digunakan adalah metode pembelajaran. Kelas eksperimen menggunakan metode praktikum berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=", sedangkan kelas kontrol menggunakan metode praktikum tanpa berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry "/>
            <ITEXT CH="(ceramah-praktikum). Variabel terikatnya yaitu pemahaman konsep dan keterampilan proses sains siswa kelas XI. Teknik pengumpulan data dilakukan melalui dokumentasi, tes, observasi, dan angket. Bentuk instrumen yang digunakan berupa silabus, rencana pelaksanaan pembelajaran, soal pretest dan posttest, lembar observasi keterampilan proses sains (psikomotorik dan afektif), dan angket. Data penelitian pemahaman konsep siswa diukur dengan tes yang dianalisis secara statistik parametrik yaitu dihitung dengan uji t (perbedaan dua rata-rata satu pihak kanan), uji korelasi biserial, penentuan koefisien determinasi, dan uji "/>
            <ITEXT FONT="Calisto MT Italic" CH="normalized gain"/>
            <ITEXT CH=" sedangkan keterampilan proses sains diperoleh dari observasi psikomotorik dan afektif yang memiliki rentangan skor 1–4 yang dianalisis secara deskriptif. "/>
            <para PARENT="body"/>
            <para PARENT="body"/>
            <ITEXT CH="Hasil dan Pembahasan"/>
            <para PARENT="header"/>
            <ITEXT CH="Hasil rata-rata nilai afektif tiap aspek kelas eksperimen dan kelas kontrol disajikan pada Tabel 1. Kriteria yang digunakan meliputi sangat tinggi, tinggi, cukup, rendah, dan sangat rendah. Aspek yang dinilai dalam ranah afektif meliputi: (1) percaya diri, (2) komunikatif, (3) kritis, (4) demokratis, (5) santun, (6) antusiasme dan rasa ingin tahu, dan (7) kerja sama."/>
            <para PARENT="body"/>
            <para PARENT="body"/>
            <ITEXT CH="Terlihat pada Tabel 1, dua aspek afektif kelas eksperimen tergolong sangat tinggi yaitu percaya diri dan kritis, sedangkan aspek komunikatif, demokratis, santun, antusiasme dan rasa ingin tahu serta kerja sama memiliki kriteria yang tinggi. Rata-rata nilai afektif kelas eksperimen sebesar 85,46 termasuk dalam kategori sangat baik. Sedangkan untuk kelas kontrol aspek afektif percaya diri tergolong dalam kriteria sangat tinggi. Enam aspek tergolong dalam kriteria tinggi yaitu komunikatif, kritis, demokratis, santun, antusiasme dan rasa ingin tahu serta kerja sama. Tabel 1 terlihat bahwa hanya aspek kritis yang memiliki perbedaan, kelas eksperimen dalam kategori sangat tinggi dan kelas kontrol dalam kategori tinggi. Perbedaan ini disebabkan oleh pembelajaran yang dilakukan berbeda. Pada kelas eksperimen pembelajaran dengan metode praktikum berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" yang menuntut siswa untuk lebih aktif, sehingga siswa diajak berfikir lebih kritis. Siswa ikut berperan dalam mencari tahu terlebih dahulu materi yang akan dipelajarinya. Rata-rata nilai afektif kelas kontrol sebesar 83,20 termasuk dalam kategori sangat baik."/>
            <para PARENT="body"/>
            <ITEXT CH="Rata-rata nilai afektif siswa kelas eksperimen dan kontrol sudah mencapai kriteria sangat baik, namun antara keduanya memiliki perbedaan kuantitatif. Disimpulkan bahwa nilai rata-rata afektif kelas eksperimen yang menggunakan pembelajaran inkuiri lebih baik dari pada nilai rata-rata kelas kontrol (Mustisya et al., 2013). Penilaian psikomotorik terdiri dari dua belas aspek yang diamati/diobservasi. Hasil rata-rata nilai psikomotorik kelas eksperimen dan kelas kontrol dapat dilihat pada Tabel 2."/>
            <para PARENT="body"/>
            <ITEXT CH=" "/>
            <para PARENT="body"/>
            <para PARENT="body"/>
            <ITEXT CH="Berdasarkan Tabel 2, dapat disimpulkan bahwa pada kelas eksperimen terdapat enam aspek psikomotorik telah mencapai kriteria sangat tinggi dan enam aspek psikomotorik yang lain mencapai kriteria tinggi. Pada kelas eksperimen memiliki rata-rata skor nilai psikomotorik sebesar 41,20 yang termasuk dalam kategori sangat baik. Sedangkan pada kelas kontrol terdapat lima aspek psikomotorik yang telah mencapai kriteria sangat tinggi dan tujuh aspek psikomotorik yang lain mencapai kriteria tinggi. Kelas kontrol memilik rata-rata nilai skor sebesar 40,23 yang termasuk dalam kategori sangat baik."/>
            <para PARENT="body"/>
            <ITEXT CH="Aspek kesiapan melakukan praktikum untuk kelas kontrol dan kelas eksperimen memperoleh rata-rata nilai dalam kategori sangat tinggi. Begitu juga dengan aspek keterampilan setelah praktikum yang memiliki rata-rata nilai dalam kategori sangat tinggi. Hal ini dikarenakan kedua hal tersebut merupakan aspek dasar dalam pelaksanaan praktikum sehingga setiap siswa dapat melaksanakannya dengan mudah. Pada penilaian ranah psikomotorik terdapat perbedaan pada kategori aspek keterampilan menulis data. Perbedaan tersebut dipengaruhi oleh proses pembelajaran yang dilakukan berbeda."/>
            <para PARENT="body"/>
            <ITEXT CH="Rata-rata nilai psikomotorik siswa kelas eksperimen dan kelas kontrol memang sudah mencapai kriteria sangat baik. Namun, antara keduanya memiliki perbedaan kuantitatif yaitu besarnya rata-rata nilai psikomotorik kelas eksperimen lebih tinggi dibandingkan rata-rata nilai psikomotorik kelas kontrol dengan rata-rata skor 40,23 pada kelas kontrol dan 41,20 pada kelas eksperimen. Dapat disimpulkan bahwa rata-rata nnilai psikomotorik kelas eksperimen lebih baik dari pada rata-rata nilai psikomotorik kelas kontrol."/>
            <para PARENT="body"/>
            <ITEXT CH="Hasil penilaian keterampilan proses sains terdiri dari empat aspek yaitu mengamati, mengklasifikasikan, meramalkan/memprediksi, dan mengkomunikasikan. Kriteria yang digunakan meliputi sangat baik, baik, cukup, jelek, dan sangat jelek. Nilai keterampilan proses sains kelas eksperimen dan kelas kontrol dapat dilihat pada Tabel 3."/>
            <para PARENT="body"/>
            <ITEXT CH="Berdasarkan Tabel 3, rata-rata nilai keterampilan proses sains siswa kelas eksperimen dan kelas kontrol sudah mencapai kriteria sangat baik. Namun antara keduanya memiliki perbedaan kuantitatif yaitu besarnya rata-rata nilai keterampilan proses sains siswa kelas eksperimen lebih tinggi dibandingkan rata-rata nilai keterampilan proses sains siswa kelas kontrol. Rata-rata nilai keterampilan proses sains siswa kelas eksperimen mencapai 3,86, sedangkan rata-rata nilai keterampilan proses sains siswa kelas kontrol mencapai 3,65. Hal ini dapat disimpulkan bahwa metode pembelajaran laboratorium inkuiri lebih efektif pada keterampilan proses sains dibanding metode pembelajaran laboratorium tradisional (Khan &amp; Zafar, 2011). Pembelajaran praktikum berbasis inquiry keterampilan proses sains siswa sudah sangat baik, sehingga dapat dikatakan pembelajaran praktikum berbasis inquiry memberikan pengaruh yang positif terhadap keterampilan proses sains siswa (Siska et al., 2013)."/>
            <para PARENT="body"/>
            <ITEXT CH="Proses penilaian pembelajaran sains sementara ini hanya difokuskan pada ranah kognitif saja (Siwa et al., 2013). Oleh karena itu, dibutuhkan penilaian keterampilan proses sains dari penilaian afektif dan psikomotorik. Keterampilan proses sains yang diamati merupakan keterampilan proses sains dasar di antaranya mengamati "/>
            <ITEXT FONT="Calisto MT Italic" CH="(observing)"/>
            <ITEXT CH=", mengklasifikasikan "/>
            <ITEXT FONT="Calisto MT Italic" CH="(classifying)"/>
            <ITEXT CH=", meramalkan/memprediksikan "/>
            <ITEXT FONT="Calisto MT Italic" CH="(measuring)"/>
            <ITEXT CH=", dan mengkomunikasikan "/>
            <ITEXT FONT="Calisto MT Italic" CH="(communicating)"/>
            <ITEXT CH=" (Chabalengula et al., 2012). Tiga aspek keterampilan proses sains yang meliputi mengamati, mengklasifikasikan, dan meramalkan/memprediksi diperoleh dari kegiatan praktikum yang merupakan penilaian ranah psikomotorik. Sedangkan aspek mengkomunikasikan dalam keterampilan proses sains didapat dari kegiatan diskusi, presentasi, dan laporan hasil praktikum yang merupakan penilaian ranah afektif."/>
            <para PARENT="body"/>
            <ITEXT CH="Skor rata-rata"/>
            <ITEXT FONT="Calisto MT Italic" CH=" pretest"/>
            <ITEXT CH=", "/>
            <ITEXT FONT="Calisto MT Italic" CH="posttest"/>
            <ITEXT CH=", harga "/>
            <ITEXT FONT="Calisto MT Italic" CH="N-gain"/>
            <ITEXT CH=" dan tingkat pencapaian untuk pemahaman konsep siswa pada kelas eksperimen dan kelas kontrol disajikan pada Tabel 4. Tabel 4 menunjukkan bahwa rata-rata "/>
            <ITEXT FONT="Calisto MT Italic" CH="posttest"/>
            <ITEXT CH=" kelas eksperimen lebih dari rata-rata "/>
            <ITEXT FONT="Calisto MT Italic" CH="posttest"/>
            <ITEXT CH=" kelas kontrol. Begitu juga dengan rata-rata nilai keterampilan proses sains yang menunjukkan kelas eksperimen lebih besar dari pada kelas kontrol. Dalam mengimplementasikan pembelajaran inkuiri dapat menciptakan pemahaman konsep dan keterampilan proses sains yang bagus (Mustisya et al., 2013)."/>
            <para PARENT="body"/>
            <para PARENT="body"/>
            <ITEXT CH="Berdasarkan Tabel 4, diketahui rata-rata nilai pos tes pada kelas eksperimen yang menggunakan metode praktikum berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" yaitu 76,868 lebih dari rata-rata nilai pos tes kelas kontrol sebesar 69, 434. Rentang nilai pos tes kelas eksperimen dan kelas kontrol mempunyai selisih 7,434. Selisih ini dapat disebabkan oleh beberapa faktor diantaranya karena proses pembelajaran yang dilakukan berbeda."/>
            <para PARENT="body"/>
            <ITEXT CH="Hasil perhitungan uji perbedaan dua rata-rata satu pihak kanan dengan taraf signifikansi 5% dan derajat kebebasan 78 diperoleh thitung 2,41 dan tkritis sebesar 1,665. Hasil tersebut menunjukkan adanya perbedaan hasil belajar kognitif siswa kelas eksperimen dengan kelas kontrol. Kesimpulannya hasil belajar kognitif siswa dengan metode praktikum berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" lebih baik dari pada hasil belajar kognitif siswa dengan metode praktikum tanpa berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH="."/>
            <para PARENT="body"/>
            <ITEXT CH="Hasil uji "/>
            <ITEXT FONT="Calisto MT Italic" CH="normalized gain"/>
            <ITEXT CH=" telah disajikan pada Tabel 4. Tabel 4 menunjukkan bahwa peningkatan hasil belajar kognitif kelas eksperimen dan kelas kontrol pada kategori sedang. Namun, peningkatan hasil belajar kognitif kelas eksperimen lebih besar dari kelas kontrol. Nilai"/>
            <ITEXT FONT="Calisto MT Italic" CH=" N-gain"/>
            <ITEXT CH=" pada kelas eksperimen sebesar 0,5162 dan N-gain pada kelas kontrol sebesar 0,373. Nilai"/>
            <ITEXT FONT="Calisto MT Italic" CH=" N-gain"/>
            <ITEXT CH=" pada kelas eksperimen sebanyak 6 siswa memperoleh kriteria rendah, 6 siswa memperoleh kriteria tinggi, dan 28 siswa memperoleh kriteria sedang. Sedangkan pada kelas kontrol terdapat 10 siswa memperoleh kriteria rendah, 30 siswa memperoleh kriteria sedang, dan tidak ada siswa yang memperoleh kriteria tinggi. Berdasarkan uji hipotesis yang dilakukan terhadap hasil belajar kognitif siswa dapat disimpulkan bahwa metode praktikum berbasis "/>
            <ITEXT FONT="Calisto MT Italic" CH="inquiry"/>
            <ITEXT CH=" memberikan pengaruh positif terhadap pemahaman konsep siswa."/>
            <para PARENT="body"/>
            <ITEXT CH="Tingginya hasil belajar pada kelas eksperimen juga didukung oleh respon siswa terhadap metode praktikum berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" yang digunakan dalam pembelajaran. Siswa di kelas eksperimen menyatakan senang terhadap pembelajaran menggunakan metode praktikum berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" dengan presentase 80%. Selain itu, siswa pada kelas eksperimen juga menyatakan bahwa pembelajaran dengan menggunakan metode praktikum berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" merupakan pembelajaran yang menarik dan inovatif dengan jumlah 90%."/>
            <para PARENT="body"/>
            <ITEXT CH="Berdasarkan hasil penelitian dan pembahasan yang dipaparkan, terlihat bahwa pembelajaran metode praktikum berbasis "/>
            <ITEXT FONT="Calisto MT Italic" CH="inquiry"/>
            <ITEXT CH=" memberikan pengaruh positif terhadap pemahaman konsep dan keterampilan proses sains siswa. Hal ini mengindikasikan terdapat perbedaan secara simultan kemampuan pemahaman konsep dan keterampilan proses sains antara siswa yang mengikuti model pembelajaran inkuiri dengan siswa yang mengikuti model pembelajaran langsung (Tangkas, 2012). Hal ini ditunjukkan oleh nilai rata-rata pemahaman konsep dan keterampilan proses sains antara siswa yang mengikuti model pembelajaran inkuiri lebih baik dari pada siswa yang mengikuti pembelajaran dengan model langsung."/>
            <para PARENT="body"/>
            <para PARENT="body"/>
            <ITEXT CH="Simpulan"/>
            <para PARENT="header"/>
            <ITEXT CH="Metode praktikum berbasis"/>
            <ITEXT FONT="Calisto MT Italic" CH=" inquiry"/>
            <ITEXT CH=" efektif digunakan dalam pembelajaran, karena: (1) Terdapat  perbedaan pemahaman konsep (hasil belajar kognitif) antara siswa kelas eksperimen dan kelas kontrol. Hal ini terlihat dari nilai rata-rata posttest kelas eksperimen lebih besar dari pada kelas kontrol yaitu pada kelas eksperimen sebesar 76,868 dan kelas kontrol sebesar 69,434, sehingga dapat dikatakan bahwa nilai rata-rata posttest kelas eksperimen lebih bagus dari pada nilai rata-rata posttest kelas kontrol. Melalui pembelajaran dengan metode praktikum juga dapat meningkatkan hasil belajar kognitif siswa dengan dibuktikan nilai "/>
            <ITEXT FONT="Calisto MT Italic" CH="N-gain"/>
            <ITEXT CH=" pada kelas eksperimen sebesar 0,516 dalam kategori sedang dan kelas kontrol sebesar 0,373 dalam kategori sedang. (2) Terdapat perbedaan keterampilan proses sains siswa antara kelas eksperimen dan kelas kontrol. Hal ini terlihat dari nilai keterampilan proses sains siswa kelas eksperimen lebih besar dari pada kelas kontrol yaitu pada kelas eksperimen sebesar 85,03 dan kelas kontrol 83,43."/>
            <para PARENT="body"/>
            <para PARENT="body"/>
            <ITEXT CH="Daftar Pustaka"/>
            <para PARENT="header"/>
            <ITEXT CH="Bilgin, I., 2009. The Effects of Guided Inquiry Instruction Incorporating a Cooperative Learning Approach on University Students Achievement of Acid and Bases Concepts and Attitude Toward Guided Inquiry Instruction."/>
            <ITEXT FONT="Calisto MT Italic" CH=" Scientific Research and Essay"/>
            <ITEXT CH=", IV(10): 1038 - 1046."/>
            <para PARENT="refer"/>
            <ITEXT CH="Chabalengula, V.M., Mumba, F. &amp; Mbewe, S., 2012. How pre-service Teachers’ Understand and Perform Science Process Skills. "/>
            <ITEXT FONT="Calisto MT Italic" CH="Eurasia Journal of Mathematics, Science &amp; Technology Education"/>
            <ITEXT CH=", VIII(3): 167 - 176."/>
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            <ITEXT CH="Darmayanti, N.W.S., Sadia, W. &amp; Sudiatmika, A.A.I.A.R., 2013. Pengaruh Model Collaborative Teamwork Learning terhadap Keterampilan Proses Sains dan Pemahaman Konsep Ditinjau dari Gaya Kognitif. "/>
            <ITEXT FONT="Calisto MT Italic" CH="e-Journal Program Pascasarjana Universitas Pendidikan Ganesha program Studi Sains"/>
            <ITEXT CH=", III."/>
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            <ITEXT CH="Khan, M. &amp; Zafar, M., 2011. Effect of Inquiry Lab Teaching Method on the Development of Science Skills Through the Teaching of Biology in Pakistan."/>
            <ITEXT FONT="Calisto MT Italic" CH=" Language in India"/>
            <ITEXT CH=", I(11): 169 - 178."/>
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            <ITEXT CH="Maikristina, N., Dasna, I.W. &amp; Sulistina, O., 2013. "/>
            <ITEXT FONT="Calisto MT Italic" CH="Pengaruh Penggunaan Model Pembelajaran Inkuiri Terbimbing terhadap Hasil Belajar dan Keterampilan Proses Sains Siswa Kelas XI IPA SMA N 3 MALANG pada Materi Hidrolisis Garam"/>
            <ITEXT CH=". Artikel. Malang: Universitas Negeri Malang."/>
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            <ITEXT CH="Mustisya, S.M., Rotich, S. &amp; Rotich, P.K., 2013. Conceptual Understanding of Science Process Skills and Gender Stereotyping: A Critical Component for Inquiry Teaching of Science in Kenya’s primary Schools. "/>
            <ITEXT FONT="Calisto MT Italic" CH="Asian Journal of Social Sciences &amp; Humanities"/>
            <ITEXT CH=", II(3): 359 - 369."/>
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            <ITEXT CH="Nugraha, A., 2005. "/>
            <ITEXT FONT="Calisto MT Italic" CH="Sains dalam Ilmu Pengetahuan"/>
            <ITEXT CH=". Bandung: Pustaka Setia."/>
            <para PARENT="refer"/>
            <ITEXT CH="Septriana &amp; Handoyo, 2006. Penerapan "/>
            <ITEXT FONT="Calisto MT Italic" CH="Think Pair Share"/>
            <ITEXT CH=" (TPS) dalam Pembelajaran Kooperatif untuk meningkatkan Prestasi Belajar Geografi."/>
            <ITEXT FONT="Calisto MT Italic" CH=" Jurnal Pendidikan Inovatif"/>
            <ITEXT CH=", II(1): 47 - 50."/>
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            <ITEXT CH="Siska, M., Kurnia &amp; Sunarya, Y., 2013. Peningkatan Keterampilan Proses Sains Siswa SMA melalui Pembelajaran Praktikum Berbasis Inkuiri pada Materi Laju Reaksi."/>
            <ITEXT FONT="Calisto MT Italic" CH=" Jurnal Riset dan Praktik Pendidikan Kimia"/>
            <ITEXT CH=", I(1): 69-75."/>
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            <ITEXT CH="Siwa, I., Muderawan, I.W. &amp; Tika, I.N., 2013. Pengaruh Pembelajaran Berbasis Proyek dalam Pembelajaran Kimia terhadap Keterampilan Proses Sains Ditinjau dari Gaya Kognitif Siswa."/>
            <ITEXT FONT="Calisto MT Italic" CH=" e-Journal Program Pascasarjana Universitas Pendidikan Ganesha"/>
            <ITEXT CH=", III: 1 - 13."/>
            <para PARENT="refer"/>
            <ITEXT CH="Sugiyono, 2010. "/>
            <ITEXT FONT="Calisto MT Italic" CH="Metode Penelitian Pendidikan (Pendekatan Kuantitatif, Kualitatif, dan R&amp;D)"/>
            <ITEXT CH=". Bandung: Alfabeta."/>
            <para PARENT="refer"/>
            <ITEXT CH="Tangkas, I.M., 2012. "/>
            <ITEXT FONT="Calisto MT Italic" CH="Pengaruh Implementasi Model Pembelajaran Inkuiri terbimbing terhadap Kemampuan Pemahaman Konsep dan Keterampilan proses Sains Siswa kelas X SMAN 3 Amlapura"/>
            <ITEXT CH=". Tesis. Bali: Universitas Pendidikan Ganesha Program Studi Pendidikan Sains, Program Pascasarjana Universitas Pendidikan Ganesha."/>
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            <ITEXT CH="Wardani, S., Widodo, A.T. &amp; Priyani, N.E., 2009. Peningkatan Hasil Belajar Siswa Melalui Pendekatan Keterampilan Proses Sains Berorientasi "/>
            <ITEXT FONT="Calisto MT Italic" CH="Problem-Based Instruction"/>
            <ITEXT CH=". "/>
            <ITEXT FONT="Calisto MT Italic" CH="Jurnal Inovasi Pendidikan Kimia"/>
            <ITEXT CH=", III(1): 391 - 399."/>
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            <ITEXT CH="Yuniyanti, E.D., Sunarno, W. &amp; Haryono, 2012. Pembelajaran Kimia Menggunakan Inkuiri Terbimbing dengan media Modul dan "/>
            <ITEXT FONT="Calisto MT Italic" CH="e-Learning"/>
            <ITEXT CH=" Ditinjau dari Kemampuan Pemahaman Membaca dan Kemampuan Berpikir Abstrak. "/>
            <ITEXT FONT="Calisto MT Italic" CH="Jurnal Inkuiri"/>
            <ITEXT CH=", I(2): 112 - 120."/>
            <para PARENT="refer"/>
            <ITEXT CH=" "/>
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            <ITEXT FONT="Calisto MT Italic" CH="Keywords:"/>
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            <ITEXT FONT="Calisto MT Italic" CH="inquiry; practicum; science process skills; understanding concepts"/>
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            <ITEXT FONT="Calisto MT Italic" CH="This research is experimental research to determine know the difference understanding of concepts and science process skills of students, and the increase in students understanding of concepts and in bufffer material. Research design used Pretest-Posttest Control Group Design. Sampling was done using cluster random sampling technique. Technique of data collection in this research is observation, documentation, testing, and questionair. Analized the data using t test, biserial correlation test, and N-gain test. The results obtained by the average value of posttest experimental class is 76,214 and 69,434 classes that control. The results of t test posttest values obtained tcount (2,415) more than tcritis (1,665) with degrees of freedom is 78 and a significance level of 5%, which means that there are differences in the cognitive learning experimental class with the control class. N-gain test we get of 0,5162 N-gain  in the experimental class and 0,373 N-gain in the control class. It can be concluded that the method practicum based inquiry effective to use on learning and there is a difference in students' science process skills between the experimental class and control class."/>
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