Analysis of the Difficulty of Students on Visualization Ability Mathematics Based on Learning Obstacles

F. Ferdianto, Sinta Hartinah
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引用次数: 2

Abstract

—This research based on the students who have a difficulty solving Sistem Persamaan Linear Tiga Variabel (SPLTV) problems. The difficulty can be seen from the mistakes made by students when solving SPLTV problems. Student mistakes result in learning obstacles when understanding and solving SPLTV problems. One factor causing this to happen is the lack of students' mathematical visualization abilities. This research aimed to determine the students' mathematical visualization abilities based on ontogenic obstacles. The method used in this research is a qualitative descriptive method by identifying answer mistakes made by students when conducting a written test in the form of a description of the questions then the results of the answers are analysed according to learning obstacles that occur in students. The analysis was also strengthened by the answers of the students' interviews. The results showed that there were jumps in thinking experienced by students in the form of jumps from arithmetic thought patterns to algebraic mind-set. Which is a learning obstacle that is ontogenic obstacles. So in general students' mathematical visualization abilities based on ontogenic obstacles experienced by students are relatively low.
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基于学习障碍的学生数学可视化能力难度分析
-本研究是基于在解决system Persamaan Linear Tiga Variabel (SPLTV)问题上有困难的学生。从学生在解决SPLTV问题时所犯的错误可以看出其中的困难。学生的错误导致了学生在理解和解决SPLTV问题时的学习障碍。导致这种情况发生的一个因素是学生缺乏数学可视化能力。本研究的目的是在本体障碍的基础上确定学生的数学可视化能力。本研究中使用的方法是定性描述方法,通过识别学生在进行问题描述形式的笔试时所犯的答案错误,然后根据学生发生的学习障碍分析答案的结果。学生的访谈回答也加强了分析。结果表明,学生的思维方式有跳跃性,表现为从算术思维模式向代数思维模式的跳跃。这是一种学习障碍,是自体障碍。因此,总体而言,学生基于自身遭遇障碍的数学可视化能力相对较低。
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