从逆境商数看解决问题的数学创新思维能力

Edi Purwanto
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引用次数: 0

摘要

这项定性描述性研究旨在从逆境商数的角度分析在解决问题时的创造性数学思维能力。研究对象是帕维亚坦达哈大学教育学院数学教育研究课程的 10 名学生。使用问卷、测试、访谈和文献资料收集数据。确定逆境商数量表的问卷。测试创造性数学思维能力。以归纳和还原理论的形式进行数据分析。问卷结果显示,3 名学生(30%)放弃,6 名学生(60%)露营,1 名学生(10%)攀登。测试结果显示,4 名学生(40%)能力较高,4 名学生(40%)能力中等,2 名学生(20%)能力较低。分析结果表明,"放弃者 "类型的学生能够完成三个问题解决指标。"露营者 "类型的学生的灵活性标准能够完成所有指标,但缺乏细节,而 "攀登者 "类型的学生的独创性标准能够详细完成所有问题解决指标。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mathematical Creative Thinking Ability in Problem Solving Viewed From Adversity Quotient
This qualitative descriptive research aims to analyze the ability to think creatively mathematically in problem-solving in terms of the adversity quotient. The research was conducted on 10 students of the Mathematics Education Study Program, Faculty of Education, Pawyatan Daha University. Collecting data using questionnaires, tests, interviews, and documentation. Questionnaire to determine the Adversity Quotient scale. A test to measure the ability to think creatively mathematically. Data analysis in the form of induction and reduction theory. The results of the questionnaire showed 3 students (30%) quitters, 6 students (60%) campers, and 1 student (10%) climber. The test showed that 4 students (40%) had high ability, 4 (40%) moderate, and 2 (20%) low. The results of the analysis show that students with the quitter type fulfill the three problem-solving indicators. students of the flexibility criteria with the camper type fulfill all indicators but lack detail, and originality criteria students with the climber type are able to fulfill all problem-solving indicators in detail
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