数学沟通模式在解决高中数学问题中的应用

W. Andriani, Nurmayaningsih Nurmayaningsih
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引用次数: 0

摘要

本研究旨在探讨学生在解决高中数学问题时,在学习风格方面的数学沟通。本研究的重点是:学生在视觉学习风格方面的数学交流,在听觉学习风格方面的数学交流,在动觉学习风格方面的数学交流。本研究的对象是SMA Negeri 1 Gowa的学生,他们根据学习风格进行分组。研究工具是研究者自己,因为研究者自己计划向研究对象提出什么问题。数据收集技术是通过提供学习风格问卷、进行书面测试以了解数学沟通能力和面试指南来进行的。本研究使用了技术三角测量和数据分析技术,即数据呈现、数据简化和结论。本研究的结果表明,数学沟通的水平可以从学生的学习风格中看出。具有视觉和听觉学习风格的学生能够完整而详细地解决数学问题,能够运用数学思想,能够运用数学符号和符号确定答案结论。具有动觉学习风格的学生也能够以自己的风格和方式解决数学问题,即更短的方式,能够在解决问题时使用数学思想,符号和数学符号,但他们不会从所做的答案中得出结论
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mathematical Communication Profiles on Learning Styles in Solving High School Level Mathematics Problems
This study aims to see the mathematics communication of students in terms of learning styles in solving high school mathematics problems. The focus of this research is: students' mathematics communication in terms of visual learning styles, mathematics communication in terms of auditory learning styles, mathematics communication in terms of kinesthetic learning styles. The subjects of this study were students at SMA Negeri 1 Gowa who were grouped based on their learning styles. The research instrument is the researcher himself, because the researcher himself plans what to ask the research subjects. Data collection techniques are carried out by providing learning style questionnaires, carrying out written tests to see mathematical communication skills, and interview guidelines. This study used technical triangulation with data analysis techniques, namely data presentation, data reduction, and conclusions. The results of this study indicate that the level of mathematics communication can be seen from the learning styles of students. Students with visual and auditory learning styles are able to solve mathematical problems completely and in detail, are able to use mathematical ideas, are able to use mathematical notations and symbols to determine answer conclusions. Students who have a kinesthetic learning style are also able to solve mathematical problems in their own style and way, namely a shorter way, being able to use mathematical ideas, symbols and mathematical notations in solving problems, but they do not provide conclusions from the answers that are done
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