Students’ Creative Thinking Skill in Solving the Divergent Problem: Case Study in Junior High School in Nusa Tenggara Timur, Indonesia

Erwin Prasetyo, M. Fitrianawati, D. Sulisworo
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Abstract

Mathematics learning in the classroom requires the teacher to need to design a learning plan that can develop students 'creativity, but before that the teacher must first know the extent to which students' creativity and how to measure that creativity. This study aims to describe students 'creativity in solving divergent problems based on students' mathematical abilities. The subject of this quantitative descriptive study was 72 students selected: 12 high-ability students, 19 moderatecapable students and 41 low-ability students. Then they were screened to 9 students each with three high-ability students, three students with moderate abilities and three low-ability students. The procedure of this study consists of the stages of preparation, implementation, data analysis, and preparation of reports. The instrument of this study consisted of the main tools, namely the researchers themselves and supporting devices, namely the math ability test questions, divergent questions, and interview guidelines. The results showed that subjects with low mathematical abilities did not fulfill the three indicators of creativity, so they were at a level, not creative. Moderate questions only achieve fluency indicators, so they are at a less elementary level. High-ability subjects meet signs of fluency and flexibility, so they are at the creative level. Keywords—creative thinking, ability to solve questions, divergent questions
学生解决分歧性问题的创造性思维能力:以印尼努沙登加拉地区初中学生为例
数学课堂学习要求教师需要设计一个能够培养学生创造力的学习计划,但在此之前,教师必须首先知道学生的创造力有多大以及如何衡量这种创造力。本研究旨在以学生的数学能力为基础,描述学生解决发散性问题的创造力。本定量描述性研究选取了72名学生,其中高能力学生12名,中等能力学生19名,低能力学生41名。然后筛选出9名学生,每组3名高能力学生、3名中等能力学生和3名低能力学生。本研究的程序包括准备、实施、数据分析和编写报告的阶段。本研究的工具包括主要工具,即研究者本人和辅助工具,即数学能力测试题、发散性问题和访谈指南。结果表明,数学能力较低的被试没有满足创造力的三个指标,所以他们处于一个水平,没有创造力。中等问题只能达到流畅性指标,所以它们处于较初级的水平。高能力的科目满足流畅性和灵活性的标志,因此他们处于创造性水平。关键词:创造性思维,解决问题的能力,发散性问题
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