Teaching the Rule of Product using Nature Tourism Routes

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

A tourism route is a sequence of tourist attractions visited. Students are familiar with tour activities and often plan tourism routes to visit several tourist attractions. Students' experience and knowledge about tourism routes can be used as a context for teaching the rule of product. Therefore, this research aims to design a learning trajectory for the rule of product using the Indonesian Realistic Mathematics Education (PMRI) approach in the Kerinci nature tourism route context. The research method used is design research with a validation study type, which consists of three stages: preparation and design, teaching experiment, and retrospective analysis. The subjects involved in this research were 11 third-semester mathematics education students at a university in Jambi, Indonesia. The instruments include learning video recordings, student work results, field notes, and test sheets. The research results show that learning trajectories designed in the context of tourism routes can help students discover, understand, and use the rule of product in solving relevant mathematical problems. The learning tracjectory consists of four activities: making a list of Kerinci tourist attractions, determining the location of several tourist attractions on a sketch map, arranging tourist attractions in tourism routes, and solving problems regarding possible tourism routes. This research shows that the designed learning trajectory is vital in helping students discover and understand the rule of product and apply them to solving relevant problems.
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利用自然旅游路线传授产品法则
旅游路线是参观旅游景点的顺序。学生对旅游活动非常熟悉,经常会规划旅游路线,游览多个旅游景点。学生关于旅游线路的经验和知识可以作为产品规则教学的背景。因此,本研究旨在利用印尼现实数学教育(PMRI)方法,在克林奇自然旅游线路背景下设计产品规则的学习轨迹。采用的研究方法是验证研究式的设计研究,包括准备与设计、教学实验和回顾分析三个阶段。研究对象为印度尼西亚占碑省一所大学的 11 名数学教育专业三年级学生。研究工具包括学习视频记录、学生作业成果、现场笔记和测试表。研究结果表明,在旅游线路背景下设计的学习轨迹可以帮助学生发现、理解和使用积的法则来解决相关的数学问题。学习轨迹包括四个活动:列出凯琳奇旅游景点清单、在草图上确定几个旅游景点的位置、将旅游景点安排在旅游路线中、解决有关可能的旅游路线的问题。这项研究表明,设计的学习轨迹对于帮助学生发现和理解乘积规则并将其应用于解决相关问题至关重要。
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