数学证明:微积分学生的案例研究

Ririn Novia Astuti, Subanji Subanji, Rustanto Rahardi
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引用次数: 0

摘要

本研究旨在探讨计算障碍学生的数学认同。研究方法采用描述定性结合个案研究策略。研究是在SMP Negeri 18 Kota Malang进行的。这项研究的对象是一个13岁患有计算障碍的学生。选择计算障碍学生作为研究对象是因为这些学生比其他计算障碍学生更开放。分析的结果是:(1)数学认同与数学能力自我感知有关,并非所有经历计算障碍的学生都对数学能力有负面感知,因为学生的工作表仍然可以表明他们喜欢、喜欢并且在特殊的包容性课程中学习数学时不会感到无聊。(2)数学认同与数学参与自我感知有关,在做数学作业时还没有独立。学习时老师或家长总是帮助,缺乏朋友的激励,总是重新记录材料,不敢问别人,这样他们就不会犯错误。(3)数学认同关于自我认知的承诺和雄心,在数学上取得成功,不害怕失败,不坚持完成考试,难以主动发现新事物,不害怕提问和寻求帮助,在考试中不努力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Identitas matematis: Studi kasus pada siswa dyscalculia
This study aims to describe mathematical identity of dyscalculia student’s. The research method used descriptive qualitative with study case strategy. The research was conducted in SMP Negeri 18 Kota Malang. The subject of this study was a dyscalculia student who was 13 years old. Dyscalculia students were chosen as research subjects because these students were more open than other dyscalculia students. The results of the analysis are (1) mathematical identity regarding self-perception of mathematical competence that not all students who experience dyscalculia have a negative perception of mathematical competence because student worksheets can still state that they enjoy, like and do not feel bored when learning mathematics in special inclusive classes (2) mathematical identity regarding self-perception of mathematical participation are not yet independent in doing math assignments, teachers or parents always helping when studying, lack of motivation from friends, always re-recording material, and dare to ask others so they don't make mistakes and (3) Mathematical identity regarding self-perception of commitment and ambition to succeed in mathematics, are not afraid of failure, less persistent in completing exams, difficult to take the initiative to find new things, not afraid to ask questions and ask for help and less work hard in exams.
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