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Analysis of Students' Mathematical Reasoning Ability in Solving Mathematics Problem

机译:求解数学问题的学生数学推理能力分析

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The purpose of this study is to describe students' mathematical reasoning abilities in solving mathematical problems. This study used descriptive qualitative method. The subjects of the study consisted of 10 XI grade students of SMA Muhammadiyah 3 Surakarta, selected by purposive sampling. The instrument used to explore the ability of mathematical reasoning is a description test, followed by an interview. Based on the results of this study it can be concluded that the reasoning of SMA Muhammadiyah 3 Surakarta students in solving mathematical problems is more dominant using inductive reasoning of 70%, which is far greater than deductive reasoning which is only 30%. Another interesting finding from this study, students tend to use the inductive reasoning and the difficulty or not thought of using deductive reasoning in solving mathemathics problem, but when interviews are given guidance it turns out that some of them are capable of using deductive reasoning. The tendency of inductive reasoning, associated with students who are easier to think with real specific facts in solving abstract mathematics problems. This inductive reasoning is formed because inlearning, to facilitate students' understanding in the mastery of abstract mathematical concepts, the teacher provides spesific concrete examples to conclude a more general concept. To build a deductive mindset, it should teach an understanding of bastract mathematical concepts, although starting from a spesific example but the teacher must deliver gradually so that the correct logic can conclude a general concept.
机译:本研究的目的是描述学生的数学推理能力解决数学问题。本研究使用了描述性定性方法。该研究的主题由SMA Muhammadiyah 3 Surakarta的10岁学生组成,由目的采样选择。用于探索数学推理能力的仪器是描述测试,然后进行面试。基于本研究的结果,可以得出结论,SMA Muhammadiyah 3 Surakarta学生解决数学问题的推理是使用70%的归纳推理更占主导地位,这远远超过仅30%的扣除推理。来自这项研究的另一个有趣的发现,学生倾向于使用归纳推理和难度或不认为使用演绎推理在解决数学问题时,但是当采访指导时,事实证明,其中一些有能力使用演绎推理。与更容易思考真实的具体事实的学生在解决抽象数学问题方面有关的归纳推理的趋势。这种归纳推理是形成的,因为在抽象的数学概念中掌握学生的理解,教师提供了表现型具体例子,以得出更普遍的概念。为了建立一个演绎的心态,它应该教导对秃顶数学概念的理解,尽管从一个谍榜样开始,但老师必须逐步交付,以便正确的逻辑可以得出一般概念。

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