Mathematical Problem Solving for Students in the Superior Intelligence Quotient (IQ) Category

Suci Wulandari, E. Susanti, S. Harini
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Abstract

The purpose of this study is to describe the mathematical problem solving of students in the superior intelligence quotient (IQ) category. This research was conducted at MAN 1 Trenggalek because the school had already conducted an IQ test. This study uses a qualitative approach with an exploratory descriptive type. The subjects in this study were students who had done an IQ test with a superior IQ. This study will describe 2 subjects based on relatively similar tendencies. Data collection techniques used documentation studies on IQ, math problem solving, think aloud, and semi-structured interviews. Data analysis in this study refers to Polya's research on mathematical problem solving. The validity of the data in this study used triangulation techniques. The results of this study indicate that students with superior IQ are able to fulfill the stages of solving mathematical problems, namely understanding the problem, planning strategies, implementing plans, and evaluating. It is shown that superior IQ students are able to solve problems according to problem solving procedures with the abilities possessed by superior IQ category students.
高智商(IQ)类别学生的数学问题解决
本研究的目的是描述高智商(IQ)类别学生的数学问题解决能力。这项研究是在man1 Trenggalek进行的,因为学校已经进行了智商测试。本研究采用探索性描述型定性方法。这项研究的对象是智商测试成绩优异的学生。本研究将基于相对相似的倾向描述两个主题。数据收集技术使用了IQ、数学问题解决、大声思考和半结构化访谈方面的文档研究。本研究的数据分析参考了Polya在数学解题方面的研究。本研究数据的有效性采用三角测量技术。本研究结果显示,高智商的学生能够完成解题的阶段,即理解问题、规划策略、实施计划和评估。结果表明,高智商学生具有高智商类别学生所具有的能力,能够按照问题解决程序解决问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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