用回答指数确定性和访谈分析学生教师候选人对微积分科目1的误解:性别映射

Fajar Gayuh Mulyani, Arif Muchyidin, Toheri
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引用次数: 1

摘要

本研究的目的是:1)找出数学教师的准学生对微积分的误解1。2)识别数学教师的准学生对基于性别的微积分科目的误解。3)找出准数学教师学生对微积分科目的误解程度。使用的研究方法是定量的描述性方法。本研究的研究对象为在锡伯尔省一所大学学习数学教育专业的学生。使用的研究工具是一个书面测试,在随笔问题的形式,并伴随着一个信心水平栏(CRI)和访谈。研究结果发现,对极限函数和导数测试材料的微积分1科目有误解的学生比例为15.49%,小于不知道概念的学生比例(42.76%)和理解概念的学生比例(22.56%)。其余知道概念但不确定的学生得到8.08%的百分比。女生的误解比例为16.35%,男生为19.048%。数学学生最常见的误解是导数链式法则的概念。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Misconception Analysis of Student Teacher Candidates Using Certainty of Response Index (CRI) and Interviews on the Subject of Calculus 1: Mapping by Gender
This study aims to: 1) identify the misconceptions that occur in prospective students of mathematics teachers on the subject of calculus 1. 2) identify the misconceptions that occur in prospective students of mathematics teachers about the subject of calculus one based on gender. 3) find out the extent to which misconceptions occur in prospective mathematics teacher students on the subject of calculus 1. The research method used is descriptive with a quantitative approach. The population in this study were students majoring in mathematics education at one of the universities in Cirebon. The research instrument used was a written test in the form of essay questions accompanied by a confidence level column (CRI) and interviews. The results of the study found that the percentage of students who experienced misconceptions on the subject of calculus 1 with the limit function and derivative test material was 15.49% and smaller than the percentage of students who did not know the concept who got a rate of 42.76% and students who understood the concept well that is equal to 22.56%. The rest of the students who know the concept but are not sure get a percentage of 8.08%. While the percentage of misconceptions experienced by female students is 16.35%, for male students is 19.048%. The most common misconception among mathematics students is the concept of the derivative chain rules.
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