基于数学弹性的学生数学解题能力分析

Fitria Dwi Nurjannah, Hella Jusra
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引用次数: 1

摘要

本研究旨在描述基于数学弹性的学生解决HOTS问题的数学问题能力。这种类型的研究是描述性质的研究,本研究的对象是七年级的学生,共有218名学生通过有目的的抽样选择。研究对象根据数学弹性分为三类:高、中、低。使用的工具是数学弹性问卷、数学解决问题能力笔试和访谈。本研究发现,在115名学生中,低数学弹性类别的学生有8名,中等数学弹性类别的学生有79名,高数学弹性类别的学生有28名。有些学生属于中等数学弹性的范畴。高、中、低三个类别在解决HOTS问题上的数学解题能力不同。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Students' Mathematical Problem Solving Ability in Solving HOTS Problems in terms of Mathematical Resilience
This research purposed to describe students' mathematical problem solving abilities in solving HOTS questions based on mathematical resilience. This type of research is descriptive qualitative research with the subjects of this study were class VII students, totaling 218 students who were selected by purposive sampling. The research subjects were grouped into 3 categories based on mathematical resilience: high, medium, and low. The instrument used is a mathematical resilience questionnaire, a written test of mathematical problem solving ability, and an interview. This study indicates that from 115 students, there are 8 students with low mathematical resilience category, 79 students with medium mathematical resilience category, and 28 students with high mathematical resilience category. Some students are in the category of moderate mathematical resilience. And each high, medium and low category has different mathematical problem solving abilities in solving HOTS questions.
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