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Research Article · Free to read · Published 13 October 2012

The Activities Based on Van Hiele’s Phase-Based Learning: Experts’ and Preservice Teachers’ Views

Abdul Halim Abdullah1 & Effandi Zakaria2

Journal of Mathematics and Statistics, Volume 8, Issue 3, pp. 385–395 · doi.org/10.3844/jmssp.2012.385.395

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Abstract

The effective learning strategies for mathematics topics may vary according to the topic. For geometry, the activities that are suggested to be implemented are carried out using Van Hiele’s phases of learning geometry. The phases include Information, Guided Orientation, Explicitation, Free Orientation and Integration. The implementation of these phased-based activities is easier and more effective with the presence of dynamic geometry software, especially the Geometer’s Sketchpad (GSP). Therefore, the purpose of this article is to discuss the activities based on Van Hiele’s phases of learning geometry, using the GSP computer software as a tool. The developed activities were given to eight experts to get their views on the activities. Besides that, 24 pre-services teachers were also given the activities for the purpose of investigation of paedagogical usability of the developed activities. The results showed that the developed activities were well-arranged based on Van Hiele’s phases of learning geometry with the assistance of GSP. The results also showed that the developed activities met the requirements of the pedagogical usability criteria. Since these phase-based activities obtained positive views from experts and pre-services teachers, the activities can be carried out in teaching and learning geometry.

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Abdullah, A. H. & Zakaria, E. (2012). The Activities Based on Van Hiele’s Phase-Based Learning: Experts’ and Preservice Teachers’ Views. Journal of Mathematics and Statistics, 8(3), 385–395. https://doi.org/10.3844/jmssp.2012.385.395

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The Activities Based on Van Hiele’s Phase-Based Learning: Experts’ and Preservice Teachers’ ViewsJournal of Mathematics and Statistics · Volume 8, Issue 3 · pp. 385–395 · © Science PublicationsDownload