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Maths concepts in teaching: Procedural and conceptual knowledge

机译:教学中的数学概念:过程和概念知识

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In teaching a general course on mathematics for prospective teachers,?I have found the theoretical distinction between conceptual knowledge and procedural knowledge (Hiebert & Lefevre, 1986) a useful focus for teaching practice. The constructs provide a scaffold for the learning of mathematics by the students and for thinking about the teaching of mathematics in the school environment. These theoretical insights uncover in part the processes for acquiring knowledge and provide a tool for addressing problematic areas of learning.
机译:在为准教师教授一门普通的数学课程时,我发现概念知识和程序知识之间的理论区别(Hiebert&Lefevre,1986)是教学实践的有益重点。这些构造为学生学习数学和思考学校环境中的数学教学提供了一个支架。这些理论见解部分揭示了获取知识的过程,并提供了解决学习中有问题的领域的工具。

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