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A constructivist approach to mathematics laboratory classes
Conference paper   Peer reviewed

A constructivist approach to mathematics laboratory classes

Raymond A Summit and Tony Rickards
Shining through the fog: Proceedings, pp.189-198
Delta Conference on Teaching and Learning of Undergraduate Mathematics and Statistics, 9th (Kiama, Australia, 24-Nov-2013–29-Nov-2013)
University of Western Sydney
2013
url
http://www.deltaconference.org/conferences/2013/documents/ConferenceProceedings.pdfView
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Abstract

Specialist Studies in Education constructivism conceptual understanding dynamic visualisation animation mathematics computer laboratory flipped classroom
This article discusses a framework for mathematics education that includes higherorder levels of learning. Theories of learning are also examined, with constructivism discussed in more detail. The constructivist philosophy is applied to structuring a computer-laboratory program in mathematics that differs from the traditional structure where the development of skills in a computer algebra system is a major objective. A structure is proposed of guided mathematical investigations, which makes use of dynamic visualisation, with the aim of helping students construct their own knowledge and develop conceptual understanding.

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