通过几何学习探索齐克多坎村上朗贡的民族数学

Niken Fijayanti, W. Wahidin
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摘要

摘要本研究的目的是:(1)用几何材料理解几何概念;(2)用几何材料理解几何概念;(3)用几何变换材料理解几何概念;(4)理解设计中包含的计算的发展。Saung Ranggon传统房屋。本研究是一项定性研究,使用民族志方法,通过使用几何材料和几何转换材料,以及在Saung Ranggon传统房屋的设计中发展计算来探索和理解几何概念。本研究中使用的数据收集技术包括访谈、观察、文档技术和数据分析,使用三角测量技术和Spradley模型,包括领域分析、分类分析和成分分析。这项研究的结果是几何概念的设计中包含Saung Ranggon传统,即平面形状的概念(一个矩形,可以从门口,看到一个广场,可以看到从一面墙,一个三角形,从通风部分中,可以看到一个梯形,可以从后墙,菱形,从栅栏部分可以看出,圈子里,可以看到从旧),几何图形的概念(管),利用变换几何(轴上反射、轴上反射、轴上反射)和数值展开的概念来解决成本问题。
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Exploration of Ethnomathematics in Saung Ranggon of Cikedokan Village Cikarang Barat Through Geometry Learning
ABSTRACT The aims of this study were to (1) understand the concept of geometry with geometric material, (2) understand the concept of geometry with geometric material, (3) understand the concept of geometry with geometric transformation material, and (4) understand the development of numeration contained in the design. Saung Ranggon traditional house. This study is a qualitative research conducted using an ethnographic approach to explore and understand the concept of geometry through the use of geometric materials and geometric transformation materials, as well as the development of numeration within the design of the Saung Ranggon traditional house. The data collection techniques used in this study included interviews, observations, documentation techniques, and data analysis using triangulation techniques with the Spradley model consisting of domain analysis, taxonomic analysis, and component analysis. The results of this study are the geometric concepts contained in the design of the Saung Ranggon traditional house, namely, the concept of a flat shape (a rectangle that can be seen from the door, a square that can be seen from the side wall, a triangle that can be seen from the ventilation section, a trapezoid that can be seen from the back wall, a rhombus that can be seen from the fence section, and circles that can be seen from the old well), the concept of geometric shapes (tubes), the concept of transformation geometry (reflection on the  axis,  axis,  axis), and numeration development are used to solve the cost problem.
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