An interactive visualization method of constructionist teaching and learning of geometry

Egle Jasute
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Abstract

Today's youth has grew up with digital technology and has lived immersed in environments populated by computers, videogames, digital music players, video cameras, cell phones, and thousands of other toys and tools of the digital age. It is probably for this reason that the authors are persuaded that education in XXI century should be directed to use digital resources as well as digital ways of teaching in all subjects. Mathematics among the other disciplines needs digitization and the paper deals with the development of dynamic sketches for geometry teaching and learning. Dynamic geometry education is important for pupils to develop visualization and spatial thinking. The attention is paid to the constructionist learning model for learning geometry developed by Baytak (2011) [1]. The model is extended and adapted for teaching geometry with dynamic geometry software at a lower and upper secondary school level. In order to help the teachers to use the dynamic geometry and other information technologies is developed an interactive geometry visualization method. The method is based on abstract data type theory. Four abstract data types have been developed and defined using algebraic specifications. The development of a dynamic sketch's scenario with the implementation of these abstract data types is presented in details. An example of creating an interactive microworld, using the abstract data types, is presented and discussed as well.
建构主义几何教与学的互动可视化方法
今天的年轻人伴随着数字技术长大,生活在充斥着电脑、电子游戏、数字音乐播放器、摄像机、手机以及成千上万的其他数字时代玩具和工具的环境中。也许正是因为这个原因,作者们被说服,21世纪的教育应该直接使用数字资源,以及所有学科的数字化教学方式。在众多学科中,数学需要数字化,本文探讨了动态速写在几何教学中的发展。动态几何教育对培养学生的形象化思维和空间思维具有重要意义。我们关注Baytak(2011)[1]提出的几何学习的建构主义学习模型。将该模型扩展并适用于动态几何软件在初中和高中的几何教学。为了帮助教师更好地运用动态几何等信息技术,开发了交互式几何可视化方法。该方法基于抽象数据类型理论。使用代数规范开发和定义了四种抽象数据类型。详细介绍了使用这些抽象数据类型实现动态草图场景的开发。本文还介绍并讨论了一个使用抽象数据类型创建交互式微世界的示例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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