从评估的学习风格来看,中学八年级学生在概念理解中的数学问题解决关系的描述

S. Syaharuddin
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引用次数: 0

摘要

本研究采用描述性、定量、定性相结合的方法。采用定量方法分析问题解决能力与学生对概念的理解之间的关系。而定性方法则用于描述问题解决技能第VIII类SMP Negeri 4 Binamu Jeneponto在理解学习风格概念方面的关系。本研究通过初步观察、提供学习风格问卷、概念理解测试、问题解决能力测试和结构化访谈等方式收集数据。数据分析采用卡方分析数学问题解决能力与学生的学习风格对概念的理解之间的关系。结果表明,学生解决数学问题的能力与理解学生时尚视觉学习的概念之间存在相关性,χ2计数= 21,000,显著性(p > 0.05)。Sig.(双侧)= 0.000,解决数学问题的能力与概念听觉学习型学生的理解之间存在关联,χ2值和显著性计数= 17.967(无显著性)。Sig.(双侧)= 0.000。具有视觉和听觉学习风格的学生可以解决SPLDV中给出的故障排除步骤,因为学生可能对SPLDV有一定的理解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
DESCRIPTION OF STUDENTS’ MATHEMATICS PROBLEM SOLVING RELATION IN CONCEPTS UNDERSTANDNG FROM EVALUATED LEARNING STYLES AT CLASS VIII SMPN 4 BINAMU JENEPONTO DISTRICT
The research is descriptive quantitative-qualitative approach. Quantitative approach used in analyzing how the relationship between problem-solving skills with students' understanding of the concept. While the qualitative approach used in describing how the problem-solving skills class VIII SMP Negeri 4 Binamu Jeneponto in relation to understanding the concept in terms of learning styles. This study, data were collected through the initial observation, the provision of learning styles questionnaire, test understanding of concepts, and problem-solving ability tests and structured interviews. Data were analyzed using Chi Square analyze the association between mathematical problem solving skills with an understanding of the concept in terms of students' learning styles. The results showed that there is an association between the ability of solving math problems with understanding the concept of student stylish visual learning the value of χ2 count = 21,000 and significance (Asymp. Sig. (2-sided)) = 0.000 and there is an association between the ability of solving mathematical problems with the understanding of the concept auditory learning style student with χ2 value and significance count = 17.967 (Asymp. Sig. (2-sided)) = 0.000. Students with visual and auditory learning style can solve the problems SPLDV given by the troubleshooting steps Polya because it may be posisible students have an understanding of the SPLDV.
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