SMP/MTS八班学生对数学概念理解能力分析

Linda Ardani Afriliziana, K. Kartini
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引用次数: 0

摘要

理解数学概念的能力在数学学习中很重要。在学习过程中,学生往往在理解数学概念方面有困难。本研究的目的是提高describeÂ学生在没有任何事先处理的情况下,对二元线性方程组的数学概念的理解能力。本研究于2021年4月29日(星期四)在丹中槟榔校区SMPN 7 . vii .1班对34名学生进行了双变量线性方程组材料测试。所使用的仪器是对数学概念理解能力的测试仪器。根据已经完成的数据分析,理解问题1中带有重述概念指标的数学概念的百分比在高标准下为79%。Â在问题2中,识别一个概念的例子和非例子的指标显示高达89%,这是一个非常高的标准。在问题3中,指标以数学表示的形式表示概念,这是68%的高标准。在问题4中,该指标以一种算法的方式应用了这个概念,在非常高的标准下,它是86%。在第5题中,算法概念在问题解决中的应用指标高达60%,是高标准。根据这些数据,可以得出结论,学生在求解双变量线性方程组中的数学概念理解能力属于高水平,百分比为76.4%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Students' Ability to Understand Mathematics Concepts for Class VIII SMP/MTS
The ability to understand mathematical concepts is important in learning mathematics. Students are often having difficulty in understanding mathematical concepts when the learning process takes place. The purpose of this study was to describe students’ ability to understand mathematical concepts on linear equation system of two variables without given any prior treatment. The linear equation system of two variables materials test was conducted in class VIII.1 of SMPN 7 Tanjungpinang on Thursday, 29 April 2021, to 34 students. The instrument used is a test instrument for the understanding ability of mathematical concepts. Based on the data analysis that has been done, the percentage ability to understand mathematical concepts in question number 1 with the indicator of restating a concept, is 79% with high criteria. In question number 2, the indicator that identifies examples and not examples of a concept shows as much as 89%, which is a very high criteria. In question number 3, the indicator presents the concept in the form of a mathematical representation, which is 68% with high criteria. In question number 4, the indicator applies the concept in an algorithmic manner, which is 86% with very high criteria. In question number 5 with indicators of applying algorithms concept in problem solving as much as 60%, is high criteria. According to these data, it can be concluded that the students' ability to understand mathematical concepts in solving systems of linear equations in two variables questions is categorized as high with the percentage of 76,4%.
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