Analysis of Student Errors in Solving Equations and Inequalities Problems in Algebra and Trigonometry Based on Newman Procedure

Miftahul Jannah, Anekke Pesik, Selfie Kumesan, Ermita Ermita, Nurdin Rahim
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Abstract

The purpose of this study is to examine how students make mistakes when attempting to solve equality and inequality problems in trigonometry and algebra using the Newman method. A qualitative descriptive research methodology is employed in this study. Students enrolled in Manado State University's 2023–2024 Mathematics Education Study Program during their first semester served as the research subjects. Test and interview techniques are used in data collection. Three steps made up the data analysis in this study: reduction, data display, and data verification. Data analysis utilizing the Newman approach yielded the following conclusions: 5.6% encoding errors, 4.8% reading errors, 12% comprehension errors, 8.4% transformation errors, and 18.8% process skill errors were made when solving equation and inequality problems. The inability of pupils to comprehend the concept of the subject being explained, their lack of willingness to study, and their carelessness when reading and completing questions are the causes contributing to these blunders.
基于纽曼程序的代数和三角学中学生解方程和不等式问题的错误分析
本研究旨在探讨学生在尝试使用纽曼方法解决三角函数和代数中的相等和不等式问题时是如何犯错的。本研究采用定性描述研究方法。研究对象是就读于万鸦老国立大学 2023-2024 数学教育研究课程第一学期的学生。数据收集采用了测试和访谈技术。本研究的数据分析分为三个步骤:还原、数据显示和数据验证。利用纽曼方法进行的数据分析得出了以下结论:在解决方程和不等式问题时,编码错误占 5.6%,阅读错误占 4.8%,理解错误占 12%,转换错误占 8.4%,过程技能错误占 18.8%。造成这些错误的原因是学生无法理解所讲解题目的概念,缺乏学习意愿,以及在阅读和完成题目时粗心大意。
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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