Pictorial Model: The Secret of Singapore's Pupils' Excellence in Mathematics

  • Rdea Mosaad Elsaid Asar Professor of Mathematics Education, Damietta University, Egypt
Keywords: Pictorial Model, Mathematics Education, Singapore, Excellence in Mathematics

Abstract

The research aimed to introduce mathematics education researchers, mathematics teachers and developers of mathematics curricula in Egypt and the Arab world with the secret of excellence of Singapore students in mathematics and how they come at the top order in the international study of the trends of science and mathematics education every four years. This secret lies in a number of communities, school, family and classroom models, the most important of which is the pictorial model, which offers magic solutions to any mathematical problem. Problem solving is the center or focus of mathematics education as it involves acquiring and applying mathematical concepts and skills in a wide range of situations involving real-world problems, open-ended and non-routine problems. The Singaporean model is used to solve verbal problems where the student identifies the main information in the problem in a pictorial model that includes units in the whole figure of rectangles and the information and the unknown is indicated in the problem to be solved on the pictorial figure and through the figure the process or calculations to be used are clarified and the problem is resolved.

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References

Bisk, R. & Hogan, R. (2007). The Singapore Math Model Workshop: Teaching for Mastery and Understanding. Grades K-5, Sofitel Hotel, November 2. available at: http://www.greatsource.com/GreatSource/pdf/SingaporeFlier0907.pdf

Bisk, R. (2010). Problem Solving with Model Drawing. From:

Cai, J. & Moyer, J. (2007). Developing Algebraic Thinking in Earlier Grades: Some Insights from International Comparative Studies. available at: http://www.math.udel.edu/LIECAL/papers/YearbookCaiMoyer29_final_.pdf

Chen, S., Logan, N., Pfister, M. & Nowicki, J. (2010). Primary Singapore Mathematics: A Revolutionary Program Designed to Improve Student Mathematics Achievement. From:

Cheong, Y. K., & Consultancy, M. (2002). The model method in Singapore. The Mathematics Educator, 6(2), 47-64.

Clark, A. (2009). Problem solving in singapore math. Diambil pada tanggal, 29.

Clark, A. (2013). Singapore math: A visual approach to word problems. Math in Focus.

Clark, S. (2008). Singapore Math Strategies. available at: http://institute2008.wikispaces.com/file/view/Snapshot+of+Singapore+Math.pdf

Forsten, Ch. & Stipek, A. (2010). Model Drawing On-Site Training for 1-6 Educators.From:http://www.sde.com/downloads/collateral/SS_MWM_ModelDrawing.pdf.

Hoven, J. & Garelick, B. (2007). Singapore Math: Simple or Complex? Educational leadership Making Math Count, 65(3),28-31. available at: http://www.nychold.com/art-hoven-el-0711.pdf.

Kam, H. & Gopinathan, S. (1999). Recent Developments in Education in Singapore. National Institute of Education, Singapore, 10(1), 99–117.

Kheong, F. (2009). Math in Focus: The Singapore Approach the Underpinning Concept. available at: http://ar.scribd.com/doc/37660379/Math-in-Focus-The-Singapore-Approach-The-Underpinning-Concept

Kron, J. (2009). Problem Solving with Model Drawing. NCCTM’s 39th Annual State Conference, North Carolina Teacher Academy, October 30. available at: http://teacheracademy.org/docs/Math_model_drawing_09.ppt

Lee, K. & Ng, S. (2011). Neuroscience and the Teaching of Mathematics. National Institute of Education. Singapore Educational Philosophy and Theory, 43(1), 81-86.

Looi, C. & Lim, K. (2009). From bar diagrams to letter-symbolic algebra: a technology-enabled bridging. Journal of Computer Assisted Learning, 25, 358–374.

Stipek, A. (2011). Singapore Math Strategies: Model Drawing for Grades 1-6. available at: https://www.ed2go.com

Published
2021-06-15
How to Cite
Asar, R. (2021). Pictorial Model: The Secret of Singapore’s Pupils’ Excellence in Mathematics. International Journal of Research in Educational Sciences., 4(3), 35 - 84. Retrieved from https://www.iafh.net/index.php/IJRES/article/view/302
Section
Articles