基于数学倾向的数学问题解决能力在小组调查学习模式中的应用

Nur Islamiati, Dina Amalya Lapele, B. Sari
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引用次数: 1

摘要

本研究旨在描述学生的问题解决能力在学生数学倾向方面对小组调查(GI)学习模式的应用。所使用的方法是定性和定量的描述类型。研究对象为29名MAN 1玛琅x级。数据收集技术采用封闭式问卷式李克特量表、观察表和试题。结果表明,在数学学习中使用小组调查学习模式对学生的情感领域即数学倾向有积极的影响。在“好”类别中,第一次和第二次性格问卷的给出率平均增加了3.31。学生基于数学性格的数学解题能力是由高性格的学生获得的,他们能够正确、恰当地解题。中等性格的学生可以很好地理解问题并提供解决方案,但在解决问题的过程中缺乏。同时,数学倾向较低的学生解决问题的能力较差。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mathematical Problem Solving Ability in terms of Mathematical Disposition on the Application of Group Investigation (GI) Learning Models
This study aims to describe how students 'problem-solving abilities in terms of students' mathematical dispositions on the application of the group investigation (GI) learning model. The approach used is qualitative and quantitative with descriptive types. The research subjects were 29 MAN 1 Malang class X. The data collection technique used a closed questionnaire type Likert scale, observation sheet and test questions. The results showed that learning using the group investigation learning model on mathematics learning could have a positive impact on the affective domain of students, namely mathematical disposition. The giving of the first and second disposition questionnaires increased by an average of 3.31 in the good category. Students' mathematical problem solving abilities based on mathematical dispositions are obtained by students with high dispositions who are able to solve problems properly and correctly. Students of moderate disposition can understand the problem well and provide solutions but are lacking in the solving process. Meanwhile, students with low mathematical disposition have less problem solving skills.
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