Analisis Kemampuan Pemahaman Konsep Matematis Siswa pada Pembelajaran Matematika Kelas XI IIS SMA PGRI 3 Padang

Ibnu S Ibnu S, Radhya Yusri, Lucky Heriyanti Jufri
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Abstract

This research is motivated by the low ability of students to understand mathematical concepts in learning mathematics.The purpose of this study was to determine how thw mathematical ability of class XI IIS students at SMA PGRI 3 Padang. The subjects of this study were students of class XI IIS SMA PGRI 3 Padang, totalling 19 students. The research method used is descriptive method using a qualitative approach. The instrument used in this study was a test of the ability to understand concepts in the form of 4 questions in the form of descriptions and interview. The test results were analysed based on indicators of concept understanding. The results of this study indicate hat the results of data analysis on the ability to understand mathematical concepts of the 19 students tested obtained the total qualification score of 50% in the medium category. The qualifications for the total score of students mathematical concept understanding abilities based on the analysis of eachindicator on concept undestandig are as follow: on the indicator of restating a concept, 54% is in the medium category, classifying objects according to certain properties (according to the concept) is 82% are in the high category, providing examples and non-examples of the concept are 30 in the less category, presenting the concept in the form of a mathematical representation is 35% in the less category, developing necessary or sufficient requirements of a conceptis 73% in the medium category, and applying the concept or problem-solving algorithm is 24% in the lo category.
分析学生数学理解能力概念的能力
本研究的动机是学生在数学学习中对数学概念的理解能力较低。本研究的目的在于了解巴东中学11年级学生的数学能力。本研究的研究对象为巴东市SMA PGRI 3班共19名学生。使用的研究方法是定性方法的描述性方法。本研究使用的工具是对概念理解能力的测试,以描述和访谈的形式分为4个问题。根据概念理解指标对测试结果进行分析。本研究结果表明,19名被试学生的数学概念理解能力数据分析结果均达到中等水平的总合格分数50%。通过对概念理解各指标的分析,得出学生数学概念理解能力总分的条件如下:在重述概念的指标上,54%属于中等类别,根据某些属性(根据概念)对对象进行分类的82%属于高类别,提供概念的例子和非例子占30%,在较少类别中以数学表示的形式呈现概念占35%,在中等类别中发展概念的必要或充分要求占73%。应用概念或解决问题的算法占24%
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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