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Rethinking critical mathematics: a comparative analysis of critical, reform, and traditional geometry instructional texts

机译:重新思考批判数学:对批判,改革和传统几何教学课文的比较分析

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This paper presents findings from a comparative analysis of three similar secondary geometry texts, one critical unit, one standards-based reform unit, and one specialist chapter. I developed the critical unit as I took the tenets of critical mathematics (CM) and substantiated them in printed curricular materials in which to teach as part of a larger study. The reform and specialist texts were both sections from commercially available textbooks. The primary goal of the textual analysis was to examine how the incorporation of critical or political themes into the required secondary mathematics curriculum transformed this curriculum. Key findings were that the CM text exchanged political for mathematical content and sent class-based messages about students’ academic potential. I conclude by arguing that the CM agenda proposed by advocates in the USA is problematic in terms of promoting equity in mathematics education.
机译:本文介绍了对三种相似的二级几何体文本,一个关键单元,一个基于标准的改革单元和一个专业章节的比较分析结果。我在学习临界数学(CM)的原理时开发了临界单元,并在印刷的课程材料中证实了这些原理,并将其作为较大研究的一部分进行教学。改革和专业教科书均来自市售教科书。文本分析的主要目的是研究将批判性或政治性主题纳入所需的中学数学课程是如何改变该课程的。主要发现是,CM文本将政治内容交换为数学内容,并发送了有关学生学术潜力的基于班级的消息。最后,我认为,美国倡导者提出的CM议程在促进数学教育公平方面存在问题。

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