从数学焦虑看学生解题时的数学思维

Ni Ketut Wedastuti, S. S. Faradiba
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引用次数: 0

摘要

本研究旨在从数学焦虑的角度描述学生的数学思维过程。本研究采用描述定性方法。数据收集技术是通过测试、记录和访谈进行的。受试者的确定采用了有目的的抽样技术,选取了5个学生水平的受试者,他们分别有非常高、高、中、低和非常低的数学焦虑水平。结果表明,在以HOTS问题的形式使用测试工具的过程中,焦虑水平非常低的受试者能够正确解决第一题和第二题。在入门阶段,主体完成了“我知道,我想要”,并引入了魔方。在攻击阶段,它完成了魔方的尝试,可能是,为什么呢?在审查阶段,它只履行了魔方的检查,而不满足魔方的反映和延伸。这可以从不使用一般公式的功的结果中看出。
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 student’s mathematical thinking in solving HOTs problems viewed from mathematics anxiety
This study aims to describe students' mathematical thinking processes in terms of math anxiety. The method used in this research is descriptive qualitative. Data collection techniques were carried out through tests, documentation and interviews. The determination of the subject used a purposive sampling technique by taking 5 student level subjects who had very high, high, medium, low, and very low levels of math anxiety. The results showed that in the process of working on the test instrument in the form of HOTS questions, subjects with very low levels of anxiety were able to solve the first and second problems correctly. In the entry phase, the subject fulfills the I know, I want, and introduce rubik. And in the attack phase it fulfills the rubik's try, may be, and why. In the review phase it only fulfills the Rubik's check, and does not meet the rubik reflect and extend. This can be seen from the results of work that does not use a general formula.
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