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Penanaman Karakter Penalaran Matematis dalam Pembelajaran Matematika melalui 1 Pola Pikir Induktif-Deduktif

机译:通过1种归纳演绎心态在数学学习中植入数学推理特征

摘要

One of the mathematics learning purposes is using reasoning in patterns and properties, mathematical manipulation in making generalization, compiling evidence, or explaining mathematical ideas and statements. Mathematical learning based on behaviorism has been seen as less successful in instilling character of mathematics reasoning. Therefore, it is necessary to find alternative learning not only teaching but instilling character of mathematical reasoning. This paper offers constructivist in mathematics learning, which is one of the ways to involve the use of inductive-deductive thinking. Activities that involve students learning to use the inductive-deductive mindset needs to be designed and implemented by teachers. Using inductive thinking can be conditioned, especially in the process of understanding a concept or generalization. Deductive thought patterns can be conditioned to improve mathematical reasoning, for example, in the proofing. The mindset of inductive and deductive mathematical reasoning is difficult to separate in the mathematical reasoning therefore it is regarded involving the use of inductive-deductive thinking.
机译:数学学习的目的之一是在模式和属性中使用推理,在进行概括,汇编证据或解释数学思想和陈述时使用数学方法。基于行为主义的数学学习被认为在灌输数学推理方面不太成功。因此,不仅是教学,而且还需要灌输数学推理的特质,这是必要的。本文提供了建构主义的数学学习方法,这是运用归纳演绎思维的方法之一。涉及学生学习使用归纳-演绎思维方式的活动需要由教师设计和实施。可以采用归纳思维,特别是在理解概念或概括的过程中。可以调节演绎思维模式,以改善数学推理,例如在打样中。归纳和演绎数学推理的思想很难在数学推理中分开,因此被认为涉及归纳演绎思维的使用。

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    Nu’man, Mulin;

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  • 年度 2012
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