Principles and Methods for Designing Mathematics Lessons Based on the Two-Axes Process Model of Understanding Mathematics

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  • 数学理解の2軸過程モデルに基づく授業構成の原理と方法
  • スウガク リカイ ノ 2ジク カテイ モデル ニ モトヅク ジュギョウ コウセイ ノ ゲンリ ト ホウホウ

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Abstract

The purpose of this paper was to identify the principles and methods for designing mathematics lessons based on the Two-Axes Process Model of understanding mathematics. As a result of theoretical and practical studies, three principles (Ps) and three methods (Ms) were identified for designing lessons to facilitate and deepen students' understanding of mathematics, as follows: P1 - recognizing mathematics understanding as a dynamic process; P2 - setting up clear levels of understanding and learning stages at a level; P3 - incorporating students' individual constructions and social construction; M1 - making clear levels of understanding related to a certain mathematical topic; M2 - assessing and evaluating students' understanding at a readiness; and M3 - planning in detail three learning stages as a dialectic process of individual and social constructions in a lesson.

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