Student’s Thinking Process in Geometry Problem Solving Reviewed from Personality Types Hippocrates-Galenus

Dhea Madanti Nilamsari, H. Fitriyani
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Abstract

The purpose of the study was to describe the thinking process of junior high school students in solving mathematical problems in terms of personality types sanguine, choleric, melancholic, and phlegmatic. The thinking process used is based on Piaget's theory which consists of assimilation and accommodation processes. This study used a descriptive qualitative approach and was conducted in one of the state junior high schools in Pangkalpinang. The subjects in this study consisted of 4 students of class VII. Subject selection using the purposive technique. The instruments used were researchers, personality type questionnaires, math problem-solving test questions, and interview guidelines. The validity of the data is done by technical triangulation. Data analysis in this study used the Miles and Huberman model. The results showed that sanguine and phlegmatic subjects carried out assimilation thinking processes at all stages of Polya's problem solving for all types of questions. Choleric subjects and melancholic subjects carried out assimilation thinking processes at all stages of Polya for world problem type questions with abstract context.
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从希波克拉底-伽勒努斯人格类型看学生几何问题解决的思维过程
摘要本研究以乐观型、胆汁型、忧郁型和粘液型四种人格类型来描述初中生解题的思维过程。所使用的思维过程是基于皮亚杰的理论,包括同化和适应过程。本研究采用描述性定性方法,并在邦加尔比南的一所州立初中进行。本研究对象为7班4名学生。使用目的性技术选择主题。使用的工具是研究人员、性格类型问卷、数学问题解决测试问题和面试指南。数据的有效性是通过技术三角测量来完成的。本研究的数据分析采用Miles和Huberman模型。结果表明,多血型和痰型受试者在Polya问题解决的各个阶段都进行了同化思维过程。对于具有抽象语境的世界问题型问题,胆汁性被试和忧郁性被试在Polya的各个阶段都进行了同化思维过程。
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