利用课程学习和PBL开发共享任务和跳跃任务的正比例关系

Elisa Mayang Sari, R. Putri
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引用次数: 0

摘要

本研究的目的是以地图和模型为中心,以正比例的主题产生问题/案例研究,并利用基于问题的学习(PBL)方法,通过学习社区的课程研究(LSLC)和PMRI方法分析学生在解决这些安排问题时的答案。研究对象是巨港初一七年级的学生。通过本研究,我们得到了一个关于地图和模型中比例的LKPD问题,该问题包括三种情况,即在问题求解中从已知比例尺确定新比例尺(C2),在问题求解中从已知比例尺和尺寸确定利马之家的缩微尺寸(C3),以及在问题求解中从给定比较中检查错误(C4)。根据学生回答小组的分析结果,问题1(共享任务)学生的平均分为73.5分,问题2(共享任务)学生的平均分为55分,问题3(跳跃任务)学生的平均分为48.5分。因此,这三个问题都得到了很好的宣传,可以用于下一阶段的现场测试。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Development of Sharing Task and Jumping Task in Direct Proportion using Lesson Study and PBL
This Research’s purpose is producing questions/case study in direct proportion topic focused on Map and Model, and analyse students’ answer in solving these arranged questions through lesson study for learning community (LSLC) and PMRI approach using problem based learning (PBL) method. Research subject are students of grade VII of Junior High School 1 Palembang. From this research, it results a LKPD questions about direct proportion in Map and Model that consist of three cases, such as determine new scale from known scale in problem solving (C2), determine size of Limas House miniature from known scale and sizes in problem solving (C3), and check for errors from a given comparison in problem solving (C4). Based on the results of the analysis of Students answer small group, the average score obtained by students in problem 1 (sharing task) is 73.5, problem 2 (sharing task) average student score is 55, and average student score in problem 3 (jumping task) is 48.5. So these three problems are well-billed and can be used to the next stage of the field test.
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