亚齐数学教育学生数学教育创意解决问题的建模行为

Budi Azhari, Adeeba Irfan
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引用次数: 4

摘要

本研究旨在了解在亚齐省PTKIN职前数学教育教师的模型启发活动中,学生解决问题创造力的组成部分。本研究采用了定性方法,因为在本研究中想要描述该领域的现实情况,即关于学生解决数学问题的创造力的数据。结果表明,采用构造原则、真实原则和自公正评价原则得到的构件柔性。即使如此,也有学生对MEA的第三原则没有灵活性,而只有原则,唯一现实的MEA原则和有效的原型原则。同时,通过对结构文档化原理的分析,得出了流利度的组成部分。创造力的最后一个组成部分是通过结构的可共享性和可重用性以及有效原型原则获得的。然而,由于没有新的学生在解决问题的过程中产生,有些学生没有获得这些组成部分。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MODEL-ELICITING ACTIVITIES DALAM MENGANALISIS KREATIVITAS PEMECAHAN MASALAH MATEMATIKA PADA MAHASISWA PENDIDIKAN MATEMATIKA DI PTKIN ACEH
This study aimed to know the components of the student creativity in problem solving that can be achieved through Model Eliciting Activities in preservice’s teacher of mathematics education of PTKIN in Aceh. This Research used qualitatif approach, since in this study want to describe the reality on the field namely data about the studets’ creativity in solving maths problem. The result showed that the componentsof flexibility obtained by contruction principle, the reality principle, and the self-just my assesment principle. Even so, there are student who got no flexibility with the third principle of the MEA, but only with the principles, the only reality MEA principle and the effective prototype principle. Mean while, the component of fluency is gained student by analysis of the construct documentation principle. The last component of creativity that is obtained through the construct shareability and reusability and the effective prototype principle. However there are students who do not obtain theses components due to the absence of new student-generated in carrying out problem-solving.
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