Analisis Berpikir Siswa dalam Memecahkan Masalah Dimensi Tiga Berdasarkan Van Hiele

Amaliyatul Indah, Erfan Yudianto, Titik Sugiarti, Tri Murniawati
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Abstract

In learning mathematics, innovation is still needed to make mathematics more easily understood by students, especially in the field of geometry. This becomes interesting when examined and is associated with van Hiele's level of geometrical thinking which is modified by Polya's problem solving steps. This study aims to determine the thought process of vocational students majoring in Modeling Design Engineering and Building Information in solving three dimensional problems. This type of research is a qualitative descriptive study. The research subjects are students of pre-visualization, visualization, analysis, and informal deduction level. The research subjects worked on the three dimensional problem test and were interviewed. The results obtained are pre-visualization level students fulfilling several indicators at the visualization level, students at the visualization and analysis level meet all indicators at their respective levels, while informal deduction level students are unable to meet one indicator when implementing a plan that is having another way of solving problems. This can be seen from the results of problem solving given and interviews conducted on research subjects. Kata kunci: Berpikir, Pemecahan Masalah, Dimensi Tiga, Van Hiele
分析认为学生解决基于Van Hiele的三维问题
在数学学习中,还需要创新,使数学更容易被学生理解,特别是在几何领域。这一点在检验后变得很有趣,它与凡·海尔的几何思维水平有关,这种思维水平被Polya的问题解决步骤所修正。本研究旨在了解高职建筑信息与建模设计专业学生在解决三维问题时的思维过程。这种类型的研究是定性描述性研究。研究对象为预形象化、形象化、分析和非正式演绎水平的学生。研究对象进行三维问题测试并接受访谈。所得到的结果是,可视化预水平的学生在可视化水平上完成了几个指标,可视化和分析水平的学生在各自的水平上满足了所有指标,而非正式推理水平的学生在执行一个具有另一种解决问题方式的计划时无法满足一个指标。这可以从问题解决的结果和对研究对象的访谈中看出。Kata kunci: Berpikir, Pemecahan Masalah, Dimensi Tiga, Van Hiele
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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