The Application of Cooperative Learning Model-Jigsaw Type in Learning Mathematics

Authors

  • Idha Novianti Indonesia Open University

Keywords:

The Result of Studying Mathematics, Jigsaw, Conventional, Motivation

Abstract

The variety of learning model is able to prevent student from boredom, moreover in learning mathematics. The teacher must be smart in choosing learning model that appropriate with subject matter that will be taught. Cooperative Learning Model-Jigsaw Type puts forward cooperation between student, perhaps it can give better result. This research is quasi experimental research. The sample of this research is 189 students grade of Junior High School in Surakarta. The data analysis technique uses Anava two ways with significance level (a) = 5%, its result of Cooperative Learning Model-Jigsaw Type in learning mathematics gives the same result with the use of conventional learning model in subject matter the system of linear equation in two variables seen from high, medium, and low motivation. But from attitude side, Jigsaw learning model makes student more cheerful and more active in accepting mathematics lesson, student is trained to be brave to deliver opinion. Of course the existence of  teacher’s role is very important as a guidance for learning process. It is necessary to be seen the appropriateness subject matter that will be taught in the class with  learning model that will be used. And also age of student who will be taught.

 

Author Biography

  • Idha Novianti, Indonesia Open University

References

• Arends, R.I. (1997). Classroom Instruction and Management. Central Conecticut State University:the McGrow-Hill Companies.

• Batool, S. (2012). Effect of Cooperative Learning on Achievement of Students in General. International Education Studies , 154-158.

• Dwi, B. (2013). THE WAY TO IMPROVE MATHEMATICS RESULT THROUGH. Jurnal Pendidikan Matematika STKIP PGRI Sidoarjo , 35-42.

• Gillies, R. (2002). The residual effects of cooperative learning experiences: A two year follow-up. The Journal of Educational Research, 96, 1, 15-20.

• Haji, Hamzah, 2007. Teori Motivasi dan Pengukurannya. “Analisis di Bidang Pendidikanâ€. Jakarta: Bumi Aksara.

• Mulyanto, R. (2007). Pendekatan Cooperative Learning Teknik Jigsaw. Jurnal Pendidikan Dasar .

• Okezone, R. N. (2013, January 8). Okezone.com. Retrieved November 26, 2013, from http://kampus.okezone.com/read/2013/01/08/373/743021/penyebab-indeks-matematika-siswa-ri-terendah-di-dunia.

• Sardiman. 2005. Interaksi dan Motivasi Belajar Mengajar. Jakarta: Raja Grafindo Persada.

• Satria. (2012, February 24). Retrieved November 26, 2013, from Universitas Gajah Mada: http://ugm.ac.id/id/post/page?id=4467.

• Slameto. (1995). Statistika Dasar. Surakarta: UNS Press.

• Triluqman. (2007). Retrieved July 6, 2010, from Belajar dan Motivasinya: www.heritl.blogspot.com.

• Wardhani, D. S. (2008). PAKET FASILITASI PEMBERDAYAAN KKG/MGMP MATEMATIKA. Retrieved February 23, 2012, from http://p4tkmatematika.org/fasilitasi/13-SI-SKLSMP-Optimalisasi-Tujuan-wardhani.pdf.

• Zakaria, E., dan Iksan, Z. (2007). Promoting Cooperative Learning in Science and Mathematics Education: A Malaysian Perspective. Eurasia Journal of Mathematics, Science & Technology Education, 3 (1), 35-39.

Downloads

Published

2013-12-15

How to Cite

The Application of Cooperative Learning Model-Jigsaw Type in Learning Mathematics. (2013). Asian Journal of Education and E-Learning, 1(5). https://ajouronline.com/index.php/AJEEL/article/view/736

Similar Articles

1-10 of 68

You may also start an advanced similarity search for this article.