Slow learners’ performance in solving mathematical problems in the inclusive classroom

Heni Yunilda Hasibuan, Cecep Anwar Hadi Firdos Santosa, S. Syamsuri
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引用次数: 2

Abstract

Several studies have been carried out to uncover errors made by students in solving mathematical problems. However, there are few studies related to this kind of research specializing in students with special needs, in this case, slow learners, especially in Indonesia. In addition, the study did not classify the errors into the category of mathematical errors, so the location of the errors was not mapped. This study aimed to describe the performance of slow learners in solving mathematical problems, which are analyzed by the locations of errors based on the Newman procedure and categorized by Elbrink’s classification. This study also aimed to reveal the causes of errors made by slow learners in solving mathematical problems by confirming the characteristics of slow learners. The subject of this research was two eighth-graders who are considered slow learners in an inclusive junior high school. The data were collected through written tasks and semi-structured interviews. The results showed that both subjects could perform the reading and comprehension stages. However, they faced difficulties performing the transformation, process skills, and encoding that led to errors. The error categories were calculation, procedural, and symbolic errors. These errors were caused by the limited cognitive abilities of slow learners, their poor memory and concentration skills, and less variety of teaching methods by the teacher. The results of this study can become a reference for mathematics teachers to determine alternative strategies for overcoming errors made by slow learners in solving mathematical problems.
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慢学习者在包容性课堂中解决数学问题的表现
已经进行了几项研究,以揭示学生在解决数学问题时所犯的错误。然而,很少有研究专门针对有特殊需要的学生,在这种情况下,慢学习者,特别是在印度尼西亚。此外,本研究没有将误差归为数学误差的范畴,因此没有对误差的位置进行映射。本研究旨在描述慢学习者在解决数学问题方面的表现,并基于Newman过程对慢学习者的错误位置进行分析,并采用Elbrink分类方法对慢学习者进行分类。本研究还旨在通过确认慢学习者的特征,揭示慢学习者在解决数学问题时出错的原因。本研究的对象是一所全纳初中的两名八年级学生,他们被认为是学习缓慢的学生。数据是通过书面任务和半结构化访谈收集的。结果表明,两名被试均能完成阅读和理解阶段。然而,他们在执行转换、处理技巧和编码时会遇到困难,从而导致错误。错误分类为计算错误、程序错误和符号错误。这些错误是由于慢学习者的认知能力有限,记忆力和注意力集中能力差,以及教师教学方法的多样性不足造成的。本研究的结果可以为数学教师确定克服慢学习者在解决数学问题时所犯错误的替代策略提供参考。
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