学生在解决毕达哥拉斯问题时通过模型JUCAMA进行创造性思维分析

P. Kole, Firda Alfiana Patricia
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引用次数: 1

摘要

课堂学习中的创造性思维需要优化,使学生有更多的技能来处理和解决出现的问题,特别是与数学有关的问题。本研究的目的是在服从与解决问题的学习模式下,描述学生在学习中解决毕达哥拉斯定理时的创造性思维能力。这种研究方法是定性研究。本研究的研究对象为6名SMP Negeri 2 Laboya Barat的八年级学生,包括2名数学能力高的学生、2名数学能力中等的学生和2名数学能力低的学生。通过测试、访谈和文件收集的数据。然后对数据进行分析和描述。创造性思维测试分析是指创造性思维的三个指标,即流畅性、灵活性和新颖性。结果表明,数学水平高的学生可以满足基于西斯沃诺理论的创造性思维的三个指标,因为他们可以表现出流畅性、灵活性和更新性。具有数学能力的学生能够满足两个指标,不能满足幸福。与此同时,数学能力较低的学生在解决问题时不流畅、不灵活、不可再生,不能满足Siswono理论的三个指标。
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Analisis Berpikir Kreatif Siswa dalam Menyelesaikan Soal Pythagoras Melalui Model JUCAMA
Creative thinking in classroom learning needs to be optimized so that students have more skills in dealing with and solving problems that arise, especially those related to mathematics. The purpose of this study was to describe the ability of students to think creatively when solving pythagorean theorems in learning with the learning model of Submission and Problem Solving (JUCAMA). This research method is qualitative research. The subjects of this study were 6 eighth grade students of SMP Negeri 2 Laboya Barat, which consisted of 2 students with high mathematics abilities, 2 students with moderate mathematics abilities, and 2 students with low math abilities. Data taken through tests, interviews and documentation. Then the data is analyzed and described. Analysis of creative thinking tests refers to three indicators of creative thinking namely fluency, flexibility, and novelty. The results showed that students who have high math skills can fulfill three indicators of creative thinking based on Siswono theory because they can show fluency, flexibility, and renewal. Students with mathematical abilities are able to fulfill two indicators and cannot fulfill happiness. Meanwhile, students with low mathematical abilities do not fulfill three indicators based on Siswono theory because they are not fluent, not flexible and not renewable in solving the problem.
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