Students’ Errors in Mathematical Problem-Solving Ability on the Triangular and Quadrilateral Materials at Junior High Schools (SMP) Jakarta

Rosida Yahya Asriyani, I. Handayani, W. Hadi
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引用次数: 2

Abstract

This research was aimed to analyze student's errors on triangular and quadrilateral material in terms of problem-solving ability. This research was motivated by the low problem-solving ability and errors often made by students during the mathematics learning. The research approach was descriptive-qualitative that was done by analyzing the students' difficulty in solving description problems. The techniques of data collection were observation, learning outcomes tests, and interviews. The data were analyzed qualitatively based on Newman Error Analysis. Based on the results of the research, it was found that students' reading errors were in the high, medium, and low categories. Students' comprehension errors were in the medium and low categories, students' transformation errors were in the high, medium, and low categories, students' process skills errors were in the high, low, and medium categories and students writing errors (encoding error) were in the high, medium, and low categories.
初中学生在三角形和四边形材料上的数学解题能力错误
本研究旨在分析学生对三角形和四边形材料在解题能力方面的错误。本研究的动机是学生在数学学习中问题解决能力较低,经常出现错误。本研究采用描述质性方法,分析学生解决描述问题的难度。数据收集技术为观察、学习效果测试和访谈。采用Newman误差分析法对数据进行定性分析。根据研究结果,学生的阅读错误分为高、中、低三个类别。学生的理解错误为中、低类别,学生的转换错误为高、中、低类别,学生的加工技能错误为高、低、中类别,学生的写作错误(编码错误)为高、中、低类别。
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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