实施STEM研究性学习,提高学生解决电子商务安全系统密码学彩虹反魔法着色问题的组合思维能力

Dafik, J. C. Joedo, I. Tirta
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引用次数: 2

摘要

组合思维是为离散问题获得多个解的过程。组合思维技能有几个指标:识别几个案例,从所有案例中识别模式,概括所有案例,数学证明,以及考虑其他组合问题。随着科学技术的发展,学校的学习方法也在不断发展,这是STEM中使用的方法之一。STEM教育侧重于学生在科学、技术、工程和数学的帮助下解决日常生活中的问题。本研究旨在分析学生使用研究性学习工作表结合STEM方法解决彩虹反魔法着色问题后的组合思维能力。本研究采用了定性和定量相结合的混合方法。本研究的对象为浙江大学数学教育专业的本科生。本研究涉及两个班级,即实验班和控制班,研究人员对两个班级进行不同的处理。t检验比较了实验班和控制班学生使用研究性学习工具和STEM方法解决彩虹反魔法问题后的组合思维能力。前测项目的同质性检验结果显示显著性值为.789 bb0 .05,表明两类具有同质性。独立样本t检验分数为0.020 < 0.05,表示差异显著。研究结果表明,采用STEM方法实施研究性学习材料可以提高学生在解决彩虹反魔法着色问题时的组合思维能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On Improving the Students’ Combinatorial Thinking Skill in Solving Rainbow Antimagic Colouring Problem on Cryptography for E-Commerce Security Systems under the Implementation of Research-Based Learning with STEM Approach
Combinatorial thinking is the process of obtaining multiple solutions for discrete problem-solving. Combinatorial thinking skills have several indicators: identifying several cases, recognizing patterns from all cases, generalizing all cases, proving mathematically, and considering other combinatorial problems. The learning approach in schools is growing along with the development of science and technology, one of the approaches used in STEM. STEM education focuses students on solving problems in everyday life with the help of science, technology, engineering, and mathematics. This paper aimed to analyze the students’ combinatorial thinking skills after using a research-based learning worksheet with a STEM approach to solving the rainbow antimagic colouring problem. This study uses a mixed-method where this research combines qualitative and quantitative methods. The subjects of this research are undergraduate students of Mathematics Education, University of Jember. This study involved two classes, namely the experimental and control classes, where the researcher gave the two classes different treatments. The t-test compares students’ combinatorial thinking skills between the experiment and control classes after using research-based learning tools with a STEM approach for solving the rainbow antimagic problem. The homogeneity test results on the pre-test items indicated a significance value of .789 > .05, which indicates that the two classes are homogenous. The independent sample t-test score is .020 < .05, which means the difference is significant. It concludes that implementation of the research-based learning materials with a STEM approach can improve the students’ combinatorial thinking skills in solving the rainbow antimagic colouring.
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