Scoping Literature Review: What Activities Can Help Students Discover Permutations?

Aan Putra, Z. Zulkardi, R. Putri, D. S. Nusantara
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Abstract

Mathematical knowledge will be meaningful for students if it is discovered through mathematical rediscovery activities. This research aims to provide an overview of the activities carried out by researchers in teaching material on multiplication rule and permutation as an insight for other researchers to try various activities that are relevant for teaching combinatorics material in general. This research is a scoping literature review using the 8-stage framework of Xiao & Watson. The review was carried out on 6 relevant articles published in various reputable international journals without a specific time limit. Based on the results of the review, it was found that learning permutations using activities included using the context of towers, beaded bracelets, presentation sequences, teddy bears, and photography. The activities used generally consist of arranging physical objects. The author suggests using reorderable objects to teach permutations. The context used must be adapted to the knowledge and experience of the students.
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范围文献综述:哪些活动可以帮助学生发现排列组合?
如果数学知识是在数学再发现活动中被发现的,那么数学知识对学生来说将是有意义的。本研究旨在概述研究人员在乘法法则和排列组合教材中开展的活动,以帮助其他研究人员尝试与组合数学教材相关的各种活动。本研究采用肖和沃森(Xiao & Watson)的 "8阶段框架 "进行了范围性文献综述。在没有特定时间限制的情况下,对发表在各种著名国际期刊上的 6 篇相关文章进行了综述。根据综述结果,发现利用活动学习排列组合的方法包括利用塔的情境、串珠手链、演示序列、泰迪熊和摄影。所使用的活动一般包括排列实物。作者建议使用可重新排序的物体来教授排列组合。所使用的情境必须与学生的知识和经验相适应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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