Pendekatan Metakognitif untuk Meningkatkan Kemampuan Berpikir Reflektif Matematis Siswa SMA
Abstract
Purpose of this study is to analyze the role of metacognitive teaching approach, school level, and previous mathematical ability on mathematical reflective thinking ability of senior high schools students. This study is a sub-study of a disertation research that involves 201 grade-XI students from high, medium, and low school level in Tanggerang. The study is a pretest- postest control group design and employs two kinds of instrument namely: mathematical previous ability test, and mathematical reflective thinking ability test. The study found that the metacognitive teaching approach took the best role on attaining and gaining mathematical reflective thinking ability. Likewise, either in totality or in each school level, attainment and gain of mathematical reflective thinking ability of students taught by metacognitive teaching approach were better than atainment and gain of mathematical reflective thinking ability of students taught by conventional teaching. Nevertheless, the role of previous mathematical ability on mathematical reflective thinking ability was not consistent. The other findings were that there were no interaction between school level and teaching approaches, and between previous mathematical ability and teaching approaches on the grade of students’ mathematical reflective thinking ability.
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Biryukov, P.(2003). Metacognitive aspects of solving combinatorics problems. Tersedia Pada : www.cimt.playmouth.ac.uk/ journal/biryukov.pdf. Diakses tanggal: 6 Oktober 2009.
Costa (2001). Mediating metacogntive. Developing Minds, 408-411,(Costay (ed)).Washington: ASCD
Ennis, R. (1987). Foundations of thinking skills and their instruction (Teaching Thinking Skills, Baron & Sternberg, (ED) New York: W.H Freeman and company.
Girl and Chong. (2006). Thinking and Metacognition, Teaching and Learning, 20(1), 24-34. Singapore : Institute of Education.
Jiuan, TY.(2007). Amalan Pemikiran Reflektif dalam Kalangan Guru Matematis Sekolah Menengah. Tesis pada Universitas Putra Malaysia. Diakses tanggal 1 Desember 2010. Tersedia Pada : http://psasir.upm. edu.my/4824/1/FPP_2007_7.pdf.
Mevarech, Z & Kramarski, B. (2004). Mathematical Modeling and Meta Cognitive Instruction. Tersedia Pada: www. i c m e - o rg a n i s e r s . d k / t s g 1 8 / S32MevarechKramarski.pdf - Diakses tanggal: 3 November 2009.
Mohamed & Nai, T. (2005). The Use of Metacognitive Process in Learning. Makalah pada The Mathematics 90
Edusentris, Jurnal Ilmu Pendidikan dan Pengajaran, Vol. 1 No. 1, Maret 2014
Education into the 21st CenturyProject . Kuala Lumpur: Universitas Teknologi
Nitko,A.J.(1996). Educational Assesment of Students. Enlewood Cliffs.Merrill
Nindiasari, H. (2004). Pembelajaran Metakognitif untuk Meningkatkan Pemahaman dan Koneksi Matematis Siswa SMU Ditinjau dari Perkembangan Kognitif Siswa. Tesis Magister pada PPs UPI. Bandung: Tidak diterbitkan
Nindiasari, H. (2010). Kemampuan Berpikir Reflektif Matematis. Makalah untuk Tugas Studi Individual. Bandung: Tidak diterbitkan.
Nindiasari, H. (2013). Meningkatkan kemampuan berpikir reflektif dan kemandirian belajar matematis melalui pendekatan metakognitif pada siswa SMA. Disertasi Doktor pada SPs UPI. Bandung: Tidak diterbitkan
Phan, H.P. (2006). Examination of student learning approaches, reflective thinking, and epistemological beliefs: A latent variables approach. Electronic Journal of Research in Educational Psychology, No. 10 Vol4(3),2006,pp:557-610. Tersedia pada:http://www.investigacion-psicopedagogica.org/revista/articulos/10/ english/Art_10_141.pdf.Diakses Tanggal: 4 November 2010.
Sabandar, J. (2010). Berpikir Reflektif dalam Pembelajaran Matematika. Tersedia pada:file.upi.edu/ai.php?dir...%20 MATEMATIKA/...Berpikir%20Reflektif2. Diakses tanggal: 26 Desember 2010.
Sumarmo, U. (2005). Pengembangan Berpikir Matematik Tingkat Tinggi Siswa SLTP dan SMU serta Mahasiswa Strata Satu melalui Berbagai Pendekatan Pembelajaran. Report of Research Grant at Post Graduate Study. Indonesia University of Education, Bandung.
Sumarmo, U. (2010). Berpikir dan Disposisi Matematik: Apa, Mengapa, dan Bagaimana Dikembangkan pada Peserta Didik. [Online]. in http://www.docstoc. com/docs/62326333/Pembelajaran- Matematika. [5 Maret 2012]. Paper published in Sumarmo, U. (2013) and Suryadi, D. Turmudi, Nurlaelah, E . (Editors).. Kumpulan Makalah Berpikir dan Disposisi Matematik serta Pembelajarannya. Mathematics Deparment of Faculty Mathematics and Science Education UPI. Bandung
Tan Seng. (2002). Cognition, Metacognition, and, Problem Based Learning. Enhancing Thinking Through Problem Based Learning Approaches, h.1-14, (Tan seng, ed). Singapore:Thompson
Tee dan Kiong, L.(2002). Metacognitive Aspect of Mathematics Problem Solving. Tersedia Pada: http://gse.berkeley.edu/ Faculty/AHSchoenfeld/Schoenfeld_ MathThinking.pdf Diakses tanggal: 17 November 2009
Tim MKPBM (2004). Strategi Pembelajaran Matematika Kontemporer. Bandung: JICA UPI.
Van De Walle, J. (2008). Sekolah dasar dan Menengah Matematika Pengembangan Pengajaran(Elementry and Midele School Mathematics) Jilid 1. Jakarta: Erlangga
Weissinger, P. (2002). Critical Thinking, Metacognition, and Problem-Based Learning. Enhancing Thinking Through Problem Based Learning Approaches, h. 40-55 (Tan seng, ed). Singapore:Thompson.
Zehavi and Mann. (2006). Instrumented Techniques and Reflective Thinking in Analytic Geometry. (Online). (Tersedia Pada: www.math.umt.edu/tmme/ vol2no2/TMMEv2n2a1.pdf. Diakses tanggal 6 Februari 2011).
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