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Constructing a Parabolas' World Using Dynamic Software to Explore Properties and Meanings

机译:使用动态软件探究属性和含义来构建抛物线世界

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摘要

Mathematical instruction scenarios should provide conditions for students to pose and reflect on questions that lead them to identify and discuss mathematical relationships. The use of dynamic software offers students the possibility to represent mathematical objects and examine their relationships from multiple perspectives. In this context, we discuss an example in which a simple geometric configuration, constructed through dynamic software, functions as a platform to generate mathematical relationships that need to be explored and presented in terms of their properties. Thus, we illustrate that dynamic representations of mathematical objects may help students reconstruct basic mathematical results and identify connections among those objects. In particular, we observe that analysing behaviours of triangles, rectangles, lines, segments, or perpendicular bisectors may guide students to search for properties and meaning associated with parabolas.
机译:数学教学方案应为学生提供条件,让他们提出和思考使他们识别和讨论数学关系的问题。动态软件的使用为学生提供了表示数学对象并从多个角度检查其关系的可能性。在这种情况下,我们讨论一个示例,在该示例中,通过动态软件构造的简单几何配置充当生成数学关系的平台,需要就其属性进行探讨和介绍。因此,我们说明了数学对象的动态表示可以帮助学生重建基本的数学结果并识别这些对象之间的联系。尤其是,我们观察到,分析三角形,矩形,直线,线段或垂直平分线的行为可能会引导学生搜索与抛物线相关的属性和含义。

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