Developing Cultural Context Teaching Material of Geometry with GeoGebra to Increase Students’ Higher-order Thinking Skill

Juliana M. H. Nenohai, O. E. Nubatonis, D. D. Samo
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Abstract

The purpose of this research is to develop teaching material of cultural context geometry with GeoGebra which is valid, practical and effective based on the theoretical reviews and its support to enhance higher-order thinking ability. This study is a research and development (R & D) that was developed by referring to ADDIE model. The samples are the student of Mathematics Education Department at Nusa Cendana University who consists of 40 students. The data were analyzed by descriptive statistics, n-gain, and one sample pretest-posttest test. The results showed that the teaching material was valid with the average of expert evaluations 4.55 or in the good criterion. Teaching material was practical with the average value of learning activities observation 4.3 or in the good category and the students' responses is 4.05 or in the good category, and teaching material was effective because it empirically can increase the higher-order thinking ability 0.52 or in the medium category. The teaching material of cultural context geometry with GeoGebra is a unification of local knowledge and technology integration that can be used in geometry learning in order to support students’ transition from elementary mathematical thinking level to advanced mathematical thinking
用GeoGebra开发几何文化情境教材,提高学生高阶思维能力
本研究的目的是在理论综述的基础上,利用GeoGebra开发出有效、实用、有效的文化情境几何教材,以提高学生的高阶思维能力。本研究是参照ADDIE模型进行的研究与开发(r&d)。样本为Nusa Cendana大学数学教育系的40名学生。采用描述性统计、n-增益和单样本前测后测检验对数据进行分析。结果表明,该教材的专家评价平均分为4.55分,处于良好水平,是有效的。教材具有实用性,学习活动观察平均值为4.3或处于良好范畴,学生的反应平均值为4.05或处于良好范畴;教材在经验上能提高高阶思维能力0.52或处于中等范畴,是有效的。GeoGebra文化情境几何教材是局部知识与技术整合的统一,可用于几何学习,以支持学生从初级数学思维水平向高级数学思维水平的过渡
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