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Investigation and Visual Explanation in Dynamic Geometry Environment

机译:动态几何环境中的调查和视觉解释

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Dynamic geometry environment allows us to investigate geometric relationships and problems more efficiently than the pencil-and-paper method. Continuous variation of geometric configurations shows the relationship from different points of view. This paper aims to provide some indications of how a dynamic geometry environment, especially GeoGebra software, can be used to offer insight and support understanding of geometry problem solving and proofs through investigation and experimentation. Our case studies show in particular how prospective teachers of mathematics deal with difficult geometry problems, designated initially to mathematically gifted students for competition, using investigation in GeoGebra. We attempt to reveal the prospective teachers' consideration systematically when they are solving a geometric problem. The prepared visual explanation and visual proof steps serve as clues or scaffolding to facilitate geometric problem solving, and they can be useful also for mathematics teachers in preparing their students for mathematics competitions.
机译:动态几何环境使我们比铅笔方法更有效地研究几何关系和问题。几何形状的连续变化从不​​同的角度显示了这种关系。本文旨在提供一些指示,说明如何使用动态几何环境,尤其是GeoGebra软件,通过调查和实验提供见解并支持对几何问题解决和证明的理解。我们的案例研究特别显示了未来的数学老师如何使用GeoGebra中的调查方法处理难题,这些难题最初是指定给数学上有才能的学生参加比赛的。我们试图系统地解决潜在教师在解决几何问题时的考虑。准备好的视觉解释和视觉证明步骤可作为线索或脚手架,以帮助解决几何问题,并且它们对于数学老师帮助学生准备数学竞赛也很有用。

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