Low Vision Student Errors in Solving Area and Circumference of Plane Figures Problems and Its Alternative Solutions

Firstian Angger Aprilio, R. Ekawati
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引用次数: 0

Abstract

Mathematics uses a lot of visual representations, one of which is geometry. In capturing mathematical information, visual sensing plays a very important role. This has an impact on low vision students in understanding and mastering the material. This study is interested to describe errors experienced by a low vision student in solving the problem of determining the area and circumference of plane figures and its alternative solutions. This research is an intrinsic case study research with a qualitative approach. The research subject was one low vision student with normal cognitive development. Data analysis to determine student errors is described using Newman's Error Analysis. The results showed that students did not have difficulty in reading, but experienced major errors in determining the completion steps for a problem (Transformation Errors). Errors in understanding the context (Comprehension Errors) problems often occur when students are faced with complex problems. Other errors occur in the calculation (Process Skill Errors) and writing the final result (Encoding Errors). This research can be an evaluation for teachers in planning mathematics learning activities using appropriate and varied learning methods and media.
平面图形面积和周长问题的低视力学生误差及其替代解法
数学使用了很多视觉表征,其中之一就是几何。在数学信息的获取中,视觉感知起着非常重要的作用。这影响了弱视学生对材料的理解和掌握。本研究旨在描述一名弱视学生在解决平面图形的面积和周长问题时所经历的错误及其替代解决方案。本研究是一种定性研究方法的内在案例研究。研究对象为一名认知发育正常的低视力学生。数据分析,以确定学生的错误是描述使用纽曼的错误分析。结果显示,学生在阅读上没有困难,但在确定问题的完成步骤时出现了重大错误(转换错误)。当学生面对复杂的问题时,往往会出现理解错误(Comprehension Errors)问题。其他错误发生在计算(过程技能错误)和写最终结果(编码错误)。本研究可为教师在规划数学学习活动时,使用适当且多样的学习方法和媒介提供评价。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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审稿时长
24 weeks
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