LEARNING ONE-DIGIT DECIMAL NUMBERS BY MEASUREMENT AND GAME PREDICTING LENGTH
Abstract
This paper aims to describe how students develop understanding of one-digit decimals. To achieve the aim, Local Instruction Theory (LIT) about the process of learning decimals and the means designed to support that learning are developed. Along with this idea, the framework of Realistic Mathematics Education (RME) is proposed. Based on the aim, design research methodology is used. This paper discusses learning activities of three meetings from teaching experiment of the focus group students of the fourth grade elementary school in Surabaya: SDIT Al Ghilmani. The data indicated that the learning activities promoted the students’ understanding of one-digit decimal numbers.
Keyword: measurement, decimal numbers, number line
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Asnawati, R. (1999). Pemahaman siswa terhadap konsep pecahan desimal sebelum dan sesudah kegiatan remediasi dengan strategi konflik kognitif. (Unpublised thesis). IKIP Surabaya, Surabaya.
Gravemeijer, K., & Cobb, P. (2006). Design research from the learning design perspective. In Van den Akker, J., Gravemerijer, K., McKenney, S., & Nieveen, N (Eds.), Educational Design Research. London: Routledge.
Irwin, K.C. (2001). Using everyday knowledge of decimals to enhance understanding. Journal for Research in Mathematics Education, 32(4), 399-420. Retrieved from http://www.jstor.org/stable/749701
Lai, M. Y., & Tsang, K. W. (2009). Proceedings from HKIEd: Understanding Primary Children’s Thinking and Misconceptions in Decimal Numbers. Hong Kong.
Michaelidou, N., Gagatsis, A., & Pitta-Pantazi, D. (2004). Proceedings from conference PME 28th: The Number Line As a Representation of Decimal Numbers: a Research with Sixth Grade Students. Cyprus.
Moloney, K., & Stacey, K. (1997). Changes with age in students’ conceptions of decimal notation. Mathematics Education Research Journal, 9(1), 25-38.
Moskal, B. M., & Magone, M. E. (2001). Making sense of what students know: examining the referents, relationships and modes students displayed in response to a decimal topic. Educational Studies in Mathematics, 43(2000), 313-335.
Pramudiani, P. (2011). Students’ learning of comparing the magnitude of one-digit and two-digit decimals using number line. Unpublished thesis. Sriwijaya University and Utrecht University, Palembang.
Sengul, S., & Guldbagci, H. (2012). An investigation of 5th grade Turkish students’ performance in number sense on the topic of decimal numbers. Social and Behavioral Science, 46, 2289-2293
Steinle, V. (2004). Changes with Age in Students’ Misconceptions of Decimal Numbers. Australia: Unievrsity of Melbourne.
van den Akker, J. Gravemeijer, K. McKenney, S., & Nieveen, N. (2006). Educational Design Reserach. London: Routledge.
van Galen, F., Feijs, E., Figueiredo, N., Gravemeijer, K., van Herpen, E., & Keijzer, R. (2008). Fractions, percentages, decimals and proportions. Rotterdam/Taipei: Sense Publishers
DOI: https://doi.org/10.22342/jme.5.1.1447.35-46
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