基于认知风格的数学问题解决:新冠肺炎大流行时代学生推理能力的确定

M. Maswar, Mohammad Tohir, Diyah Ayu Rizki Pradita, Dian Noer Asyari, W. Sardjono, Erna Selviyanti
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引用次数: 1

摘要

包括新冠疫情时代在内,数学解决问题已经成为学校课堂上经常讨论的重要问题。本研究旨在描述基于场依赖型和场独立型认知风格的学生解决数学问题的推理能力水平。研究方法采用定量与定性相结合的方法。本研究以斯图邦多易卜拉欣第一初中的学生为研究对象。使用的数据收集技术是测试和访谈的形式。笔试数据和面试数据采用三角测量法进行效度检验。本研究表明:(1)在数学推理能力方面,fd组与FI组存在差异;(2) FI受试者能够重新检查、评估并得出有效结论,而FD受试者则不能;(3) FI科目完成了所有四项数学推理指标,被归类为非常有能力的类别;(4) FD学科满足全部三项指标,并被列为足够能力类别;(5)总体而言,FI组数学推理能力水平为非常强,分别为21.43%和14.29%。
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MATHEMATICS PROBLEM SOLVING BASED ON COGNITIVE STYLE TO DETERMINE OF STUDENT REASONING ABILITIES IN THE COVID-19 PANDEMIC ERA
Mathematical problem solving has become an important issue that was often discussed in school classes including in the covid-19 pandemic era. This research aimed to describe the level of reasoning ability of students in solving mathematical problems based on the cognitive style of  field-dependent and field-independent cognitive styles. The research approach used a was mixed-method of quantitative and qualitative. The subject of this study were students of Ibrahimy 1 Junior High School of Situbondo. The data collection techniques used were the form of tests and interviews. The data of the written test and interview results were tested for validity by triangulation. This research indicated that:(1) there were differences in student’s mathematical reasoning abilities between-FD and FI subjects; (2) the FI subject was able to re-examined, evaluated, and drew valid conclusions, but not for FD subject; (3) the FI subject has fulfilled all four mathematics reasoning indicators and classified as a very capable category; (4) the FD subject has fulfilled all three indicators and classified as capable enough category; and (5) generally, the level of mathematical reasoning ability of FI subjects group was very capable category as many as 21,43% and 14,29 % for FD subjects group.
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