Student Learning Difficulties in Terms of the STIF in Framework of Fractional Material

Kamid, R. Dewi, D. A. Kurniawan*, Miftahul Zannah Azzahra, Ahmad Mansur Nawahdani
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Abstract

Learning mathematics is possible because of problems in learning facts, concepts, operations and principles. Students who need help teaching mathematics often make mistakes in counting. This research aims to analyze the difficulties experienced by students in fractional material with the types of intelligent thinking, feeling and sensing in learning mathematics. This research approach uses a qualitative approach to document study and interviews. The sample in this study was fourth-grade elementary school students. The sampling technique used is random sampling. Primary data and secondary data are the source of data in this study. The instrument used is in the form of interview sheets and questions regarding fractional material in mathematics lessons. Data analysis was carried out based on the Miles and Huberman model. Based on the results of the STIFIn test, it was found that the Feeling, Sensing and Thinking students were superior in mastering the concept of fractions to the Instinct and Intuiting students. Furthermore, students' strategies in developing fractional problem-solving strategies are comparing fractions with other simple standard fractions, comparing fractions based on the denominator and quantifier, and making fraction representations in the form of flat structures to understand and compare fractions.
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分数材料框架下STIF下的学生学习困难
学习数学是可能的,因为在学习事实、概念、运算和原理方面存在问题。需要帮助教数学的学生经常在数数上犯错误。本研究旨在分析智力思维、情感和感知类型的分数材料学生在学习数学时所遇到的困难。本研究方法采用定性方法记录研究和访谈。本研究的样本为小学四年级学生。使用的抽样技术是随机抽样。Primary data和secondary data是本研究的数据来源。所使用的工具是关于数学课中分数材料的面试纸和问题。数据分析基于Miles和Huberman模型。根据STIFIn测试的结果,我们发现感觉型、感知型和思维型学生在分数概念的掌握上优于直觉型和直觉型学生。此外,学生制定分数问题解决策略的策略是将分数与其他简单的标准分数进行比较,根据分母和量词进行分数比较,以平面结构的形式进行分数表示,以理解和比较分数。
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审稿时长
6 weeks
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