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Interpretations of National Curricula: the case of geometry in textbooks from England and Japan

机译:国家课程解释:英格兰和日本教科书中的几何案例

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摘要

This paper reports on how the geometry component of the National Curricula for mathematics in Japan and in one selected country of the UK, specifically England, is interpreted in school mathematics textbooks from major publishers sampled from each country. The findings we report identify features of geometry, and approaches to geometry teaching and learning, that are found in a sample of textbooks aimed at students in Grade 8 (aged 13–14). Our analysis raises two issues which are widely recognised as very important in mathematics education: the teaching of mathematical reasoning and proof, and the teaching of problem-solving. In terms of the teaching of mathematical reasoning and proof, our evidence indicates that this is dispersed in the textbook in England while it is concentrated in geometry in the textbook in Japan. In terms of the teaching of mathematical problem-solving and modeling, our analysis shows that it is more concentrated in the textbook from England, and rather more dispersed in the textbook from Japan. These findings indicate how important it is to consider ways in which these issues can be carefully designed in the geometry sections of future textbooks.
机译:本文报道了如何从日本和英国的一个选定国家(特别是英国)的国家数学课程中对几何成分进行解释,该数学教材来自每个国家的主要出版商提供的学校数学教科书中。我们报告的发现确定了几何特征以及几何教学方法,这些样本在针对8年级(13-14岁)学生的教科书样本中找到。我们的分析提出了两个在数学教育中被认为非常重要的问题:数学推理和证明的教学以及问题解决的教学。在数学推理和证明的教学方面,我们的证据表明,这是分散在英国的教科书中,而集中在日本的教科书中的几何学上。就数学问题解决和建模的教学而言,我们的分析表明,它更集中在英国的教科书中,而更多地分散在日本的教科书中。这些发现表明,考虑在未来的教科书的几何部分中认真设计这些问题的方法是多么重要。

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