USING GEOGEBRA IN TEACHING PLANE VECTOR

T. Wijaya
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引用次数: 14

Abstract

The study of geometry knowledge is an important component of high school mathematics. Plane geometry is the main thread that runs through high school geometry knowledge. Vector learning is the focus and difficulty of plane geometry. When students encounter a new knowledge, it will be difficult to overcome it, and it is difficult to form a new logical system in their minds. Therefore, when students learn the content of vectors, they will have cognitive conflicts at different levels of thinking. The calculation from planar geometry to directed line segments needs a transition. It is difficult to understand the concept and nature of vectors without the help of teachers. This study attempts to guide the application of Geogebra software in teaching plane vector by using Van Hill Theory to intuitively display abstract geometric knowledge, and guide students to perform dynamic operations and deductive reasoning , Gradually help students transition from point to surface to vector operation, improve classroom teaching efficiency, and thereby optimize geometry teaching, in order to provide some reference for front-line teachers.
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几何在平面矢量教学中的应用
几何知识的学习是高中数学的重要组成部分。平面几何是贯穿高中几何知识的主线。向量学习是平面几何的重点和难点。当学生遇到新的知识时,很难克服它,很难在他们的头脑中形成新的逻辑系统。因此,学生在学习向量的内容时,会产生不同思维层次的认知冲突。从平面几何到有向线段的计算需要一个过渡。如果没有老师的帮助,很难理解矢量的概念和性质。本研究试图通过Van Hill理论来指导Geogebra软件在平面矢量教学中的应用,直观地展示抽象的几何知识,引导学生进行动态运算和演绎推理,逐步帮助学生从点到面再到矢量运算过渡,提高课堂教学效率,从而优化几何教学,以期为一线教师提供一定的参考。
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