Penerapan Pendekatan Realistik pada Pembelajaran Sistem Persamaan Linier Dua Variabel dalam Upaya Meningkatkan Pemahaman Siswa
Abstract
This study aims to determine the increase in students' understanding of a mathematical concept and to determine students' responses to learning a system of two-variable linear equations using a realistic approach. This research is a Classroom Action Research (PTK) which was conducted in class VIII-B MTs Negeri 2 Garut district. Garut with a total of 31 students with details of 19 male students and 12 female students. This research was carried out in 4 actions and 1 evaluation of all actions starting from April 11 2022 to April 25 2022. The instruments used in this research were tests and questionnaire guidelines. The test consists of 2 types, namely the formative test which is given at the end of each action and the sub-summative test which is given after all material on a system of two-variable linear equations has been completed. Formative tests and sub-summative tests are used to determine the increase in students' understanding of a concept, while questionnaire guidelines are used to determine student responses to learning a two-variable linear equation system using a realistic approach. Filling out the questionnaire was carried out after completing the sub-summative test. Data from formative test results and sub-summative tests show that learning a system of two-variable linear equations with a realistic approach can improve student understanding as indicated by the percentage of classical learning completeness and the average test score. In the first action, student learning completeness was 61.29% and the average test score was 7.09, in the second action student learning completeness was 87.09% and the average test score was 8.59, in the third action learning completeness students were 83.87% and the average test score was 8.23, in the fourth act of student completeness it was 90.32% and the average test score was 8.84, and in the evaluation of all measures of student completeness it was 93, 55% and the average test score is 9.08. Meanwhile, from the results of the questionnaire data, it can be concluded that students' responses to learning a two-variable linear equation system using a realistic approach are positive.
References
Ermayanti, Yenny. 2001. Analisis Miskonsepsi Siswa SLTP dalam Persamaan Garis Lurus dengan Menggunakan Pendekatan Realistik. (skripsi). Bandung: Jurdimat FPMIPA UPI.
Gunawan, Zaenal. 2003. Identifikasi Miskonsepsi pada Persamaan dan Pertidaksamaan Logaritma dengan Menggunakan CRI. (skripsi). Bandung: Jurdimat FPMIPA UPI.
Hamalik, O. 1994. Kurikulum dan Pembelajaran. Bandung: Bumi Aksara.
Joko Slamet, Baka. 2004. Analisis Miskonsepsi pada Pembelajaran Matematika dengan Menggunakan Pendekatan Konstektual. (skripsi). Bandung: Jurdimat FPMIPA UPI.
Jaenudin, Dindin. 2005. Pembelajaran Segitiga dengan Menggunakan LKS dan Alat Peraga dalam Upaya Meningkatkan Prestasi Belajar Siswa. (skripsi). Sumedang: STKIP Sebelas April.
Khasanah, Sofiyatun. 2005. Penggunaan Metode Tanya Jawab dalam Upaya Meningkatkan Pemahaman Siswa pada Pokok Bahasan Relasi dan Fungsi. (skripsi). Sumedang: STKIP Sebelas April.
Kurikulum, Pusat. 2012. Pengembangan Silabus Kurikulum Berbasis Kompetensi. Jakarta: Balitbang Depdiknas.
MKPBM, Tim. 2001. Strategi Pembelajaran Matematika Kontemporer. Bandung: FPMIPA UPI.
Endi Nurgana. 1993. Statistik untuk Penelitian. Bandung: Permadi.
Ruseffendi. E. T. 1991. Pengantar Kepada Membantu Guru Mengembangkan Kompetensinyadalam Pengajaran Matematika untuk Meningkatkan CBSA. Bandung: Tarsito.
Sabandar. 2001. Aspek Konstektual dalam Soal Matematika dalam Realistics Mathematics Education. Makalah Seminar RME UPI. Bandung: Tidak Dipublikasikan.
Suherman, Erman. 2001. Ringkasan Materi Perkuliahan Penelitian Pendidikan Matematika. Bandung: FPMIPA UPI.
Suherman, Erman. 2002. Ringkasan Materi Perkuliahan Strategi Pembelajaran Matematika. Bandung: FPMIPA UPI.
Suherman, Erman. 2003. Pendekatan Kontekstual pada Pembelajaran Matematika. (Makalah Seminar). Tidak Diterbitkan.
Suherman, Erman. 2004. Model-Model Pembelajaran Matematika. Bandung: Direktorat Pendidikan dasar dan Menengah Depdiknas LPMP.
Turmudi. 2001. Pendekatan Realistik dalam Pembelajaran Matematika dan Beberapa Contoh Real di Tingkat Mikro. Makalah Seminar RME UPI. Bandung: Tidak Dipublikasikan.
Yulianti, Ilis. 2005. Penerapan Pendekatan Realistik pada Pembelajaran Program Linier dalam Upaya Meningkatkan Pemahaman Matematik Siswa. (skripsi). Sumedang: STKIP Sebelas April.
Zulkardi. 2001. Toeri Contoh Pembelajaran dan Taman Belajar di Internet. Makalah Seminar RME UPI. Bandung


