Development of Realistic Mathematics Education (RME) Model Based on HOTS Problems for the Topic of Ratio

R. Rahmawati, Mayang Gadih Ranti
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引用次数: 1

Abstract

Learning using Realistic Mathematics Education is a breakthrough in mathematics learning. A difficulty in implementation of PMRI on learning is there are no adequate learning resources or learning media which facilitate PMRI Implementation on learning. This research is aim to develop a PMRI learning pack on ratio topic which consist of Model Book, Teacher’s Book, Student’s Book, Lesson Plan, Worksheets and Evaluation sheets. The product was developed using Higher Order Thinking Skills (HOTS) problems to support students ability to solve problems and develop student’s thinking abillity. Development model used was Plomp Model. From research results we find that the product was valid, practice, and effective. Validation results show that the validation score was 4,19. The practically was obtained by the consistency of practically evaluation scores from expert and learning observation results. The effectiveness was obtained by four indicators, namely: 1) 80% of 35 students gain high or very high score, 2) percentage average of students and teachers activities gain ideal tolerance time, 3) 92,5 % of students give a positive response on learning, and 4) Teacher’s capability to manage to learn good category. Keywords: development, Realistic mathematics education, ratio
基于HOTS问题的比例主题现实数学教育(RME)模型的开发
现实数学教育是数学学习的突破口。在学习中实施PMRI的一个困难是没有足够的学习资源或学习媒介来促进PMRI在学习中的实施。该产品采用高阶思维技能(HOTS)问题开发,支持学生解决问题的能力,培养学生的思维能力。采用的开发模型为Plomp模型。从研究结果来看,该产品是有效的、实用的、有效的。验证结果表明,验证分为4.19分。通过专家实践评价分数与学习观察结果的一致性,得出实践评价分数。通过四项指标来衡量有效性:1)35名学生中80%获得高分或高分,2)学生和教师活动获得理想容忍时间的平均百分比,3)92.5%的学生对学习给予积极回应,4)教师管理学习的能力类别。关键词:发展,现实数学教育,比例
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