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Student difficulties in solving geometry problem based on Van Hiele thinking level

机译:基于Van Hiele思维水平的学生解决几何问题的困难

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The background of this study is the lack of problem-solving ability of students. The evidence in the school shows that there are difficulties experienced by students in solving geometry problems. This fact gave rise to this study which aims to analyze students' difficulties in solving geometry problems based on Van Hiele thinking level. The descriptive qualitative research was used in this study. Van Hiele geometry test and problem-solving test were administered, followed by interviews. The subjects of the study were 38 students grade VIII in one of the Secondary school in Bandung and 6 of them were interviewed afterward. The results showed that the main difficulty of students who at level 1 (visualization) is interpreting problems into a mathematical model. While the main difficulty of students who at level 2 (analysis) and level 3 (deduction informal) is in the solution processes. We conclude that problem-solving ability on geometry is important to be taught to all students even though they are at different Van Hiele levels.
机译:这项研究的背景是学生缺乏解决问题的能力。学校的证据表明,学生在解决几何问题方面遇到困难。这一事实引起了本研究的目的,该研究旨在根据范·海耶尔的思维水平来分析学生解决几何问题的困难。描述性定性研究用于本研究。进行了Van Hiele几何测试和解决问题测试,然后进行了采访。该研究的对象是万隆一所中学的38名VIII年级学生,随后对其中6名进行了采访。结果表明,一年级(可视化)学生的主要困难是将问题解释为数学模型。而在第二级(分析)和第三级(非正式扣除)的学生的主要困难在于解决过程。我们得出的结论是,即使他们处于不同的Van Hiele水平,对所有学生来说,解决几何问题的能力也很重要。

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