Mathematical Comprehension Improvement Patterns to Facilitate Math Problem Solving for Junior High School Students

Erina Siskawati, S. Waluya
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Abstract

This study aims to find a pattern of correcting mathematical understanding errors in solving mathematical problems for junior high school students. The method used in this research is qualitative. Data collection using triangulation technique: observation, test results, and interviews. Interviews were conducted on three subjects for one month at MTs. The instrument used is a mathematical problem-solving test. This study found patterns of improvement in mathematical problems in geometry, namely the area and perimeter of rectangles and lines. This study found that the pattern of mathematical understanding errors can be corrected by applying patterns such as reminding the material of rectangular shapes, parallelograms, algebraic forms, and units of measure, writing down everything that is known in the problem, and making an example of a variable if it cannot be written directly. The pattern of improving mathematical understanding can solve the mathematics problems of junior high school students. Furthermore, this pattern of mathematical understanding errors can be applied by teachers to improve math problems and embed geometric concepts in mathematics learning.
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促进初中生数学问题解决的数学理解提高模式
本研究旨在找出初中生在解题过程中纠正数学理解错误的模式。本研究使用的方法是定性的。使用三角测量技术收集数据:观察、测试结果和访谈。在麻省理工学院对三名受试者进行了为期一个月的访谈。使用的工具是数学问题解决测试。这项研究发现了提高几何数学问题的模式,即矩形和直线的面积和周长。这项研究发现,数学理解错误的模式可以通过应用一些模式来纠正,比如提醒矩形、平行四边形、代数形式、度量单位等材料,写下问题中已知的一切,如果不能直接写出来,就举个例子。提高数学理解的模式可以解决初中生的数学问题。此外,这种数学理解错误的模式可以被教师应用于改进数学问题和在数学学习中嵌入几何概念。
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