微积分学生数学知识的结构是基于延伸的三合会级别+

Diah Selviani
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摘要

摘要本研究旨在探讨基于扩展水平Triad++的微积分课程中学生数学知识的表征结构。本研究是一个定性研究,第一学期有30名学生在Bengkulu德哈森大学,通过观察,访谈,给出测试问题和三角测量获得数据,下一步是做数据分析,数据重述和总结,并报告。根据研究和讨论的结果,得出了学生数学知识表征的结构概况,即:在Pre-Level 0 (Pre-Intra)阶段,只有2名学生;Intra Level(0级)有5名学生;半Intra Level(1级)有5名学生;中级(二级)6名学生;半跨级(三级)6人;跨级(四级)有4名学生;跨水平扩展(5级)有2名学生。在基于扩展水平Triad ++的微积分课程中,了解学生数学知识的表示水平是很重要的。关键词:扩展层三联体++,函数概念,表示结构,数学知识
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Struktur Representasi Pengetahuan Matematis Mahasiswa pada Mata Kuliah Kalkulus Ditinjau Berdasarkan Extended Level Triad ++
The purpose of this study was to determine the structure of the representation of students' mathematical knowledge in calculus courses based on the Extended Level Triad++. This research is a qualitative research, in the first semester there were 30 students at Dehasen University Bengkulu, the data were obtained by observation, interviews, giving test questions and triangulation, the next step was to do data analysis, make data recapitulation and conclude, and report. Based on the results of the research and discussion, an overview of the structure of the representation of students' mathematical knowledge is obtained, namely: at Pre-Level 0 (Pre-Intra), there are only 2 students; Intra Level (Level 0) there are 5 students; Semi Intra Level (Level 1) there are 5 students; Inter level (Level 2) there are 6 students; Semi Trans Level (Level 3) there are 6 students; Trans Level (Level 4) there are 4 students; and for Trans Level Extended (Level 5) there are 2 students. It is important to know the level of representation of students' mathematical knowledge in calculus courses based on the Extended Level Triad ++.   Keywords: Extended Level Triad++, Concept of Function, Representational Structure, Mathematical Knowledge,
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