Analisis Learning Obstacles Siswa Pada Materi Pecahan Kelas IV Sekolah Dasar

Siti Rohmah
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引用次数: 9

Abstract

The purpose of this research to analyze errors of students answer to get a conception of learning obstacles in the fraction material in 4th grade of elementary school. This analysis is important as a basis to prepare teaching materials and to predict of student responses and how to anticipate. This research used the qualitative method. The research subjects were 32 student of 5th grade elementary school who had studied fractions in grade IV in Tasikmalaya Regency. Based on the results of analysis of test and interview data, there are several barriers on student learning. First, didactical obstacles were identified from mistake doing the test problems which is caused by how students studied and materials which used by students such as fraction material that did not clearly define how fractions was and emphasize knowledge procedures, then students do not study fractions through the partitioning process, somewhere partitioning will make learning easier. Second, epistemological obstacles as a result from errors in the processing of questions caused by the limited context of knowledge possessed by students. For example, the definition of fractions which are part of the whole, students are limited to that context without paying attention at the parts as equal/more or less. In addition, procedures of student understanding for example fraction simplification, fraction sequencing, and subtraction and addition of fractions are limited to certain questions. When the questions are different than usual, there are students who didn’t understand the purpose of the problem.
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对小学四年级分数学生学习障碍的分析
本研究的目的是分析学生的错误答案,以了解小学四年级分数材料中的学习障碍。这种分析作为准备教材和预测学生反应以及如何预测的基础是重要的。本研究采用定性方法。研究对象为32名曾在Tasikmalaya摄政小学四年级学习分数的五年级小学生。根据测试和面试数据的分析结果,学生的学习存在几个障碍。首先,教学障碍从错误做测试问题,这是由学生如何学习和学生使用的材料,如分数材料,没有清楚地定义分数是什么,强调知识程序,然后学生不通过分区过程来学习分数,在某些地方分区会使学习更容易。第二,认识论障碍是由于学生所掌握的知识背景有限而导致的问题处理错误。例如,分数的定义是整体的一部分,学生们被限制在这个语境中,而没有注意到部分是相等/多或少。此外,学生的理解过程,例如分数简化、分数排序、分数减法和加法,都局限于某些问题。当问题与平时不同时,有学生不理解问题的目的。
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