民族数学:在Kebyok安亭的探索-安亭舞池模式学习几何概念

Rafi Rohayati, Shirly Rizki Kusumaningrum, R. S. Dewi
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引用次数: 0

摘要

民族数学是一种将数学概念与文化联系起来的学习数学的现实方法。通过学习与学生环境文化相关的数学,学生将更容易理解数学概念。这study aimedÂ考察民族数学探索的Kebyok安亭-安亭舞池模式学习几何概念。本研究采用民族志方法进行定性研究。Â使用的工具是访谈,观察和文件。Â通过访谈和观察获得的数据使用Miles & Huberman描述的分析方法进行分析,有数据还原,数据数据显示,得出结论/验证。Â结果表明:克别玉安亭-安亭舞池中学习几何概念的图案为水平线、垂直线、正方形、矩形、等腰梯形、等腰三角形、平行四边形。希望不同的地方文化可以用来引入其他数学概念。
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Ethnomathematics: Exploration In Kebyok Anting- Anting Dance Floor Patterns For Learning The Concept Of Geometry
Ethnomathematics is a realistic approach to learning mathematics that relates mathematical concepts to culture. By learning mathematics relevant to the student environment's culture, students will more easily understand mathematical concepts. This study aimed to examine theethnomathematical exploration of the Kebyok Anting-Anting dance floor pattern for learning the concept of geometry. This research is qualitative research using the ethnographic method. The instruments used are interviews, observation, and documentation. Data obtained through interviews and observations were analyzed using the analytical method described by Miles & Huberman, there are data reduction, data data display, and conclusion drawing/verification. The results showed that the ethnomathematical investigation in the Kebyok Anting-Anting dance floor patterns for learning the concept of geometry were horizontal lines, vertical lines, squares, rectangles, isosceles trapezoids, isosceles triangles, and parallelograms. It is hoped that various local cultures can be used to introduce other mathematical concepts.
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