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基于数学史的数学概念教学模式探索——以“弧度制”教学为例

Exploration of Mathematics Conceptual Teaching Model Based on the History of Mathematics--Taking the teaching of“Radian System”as an Example
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摘要 数学概念是数学学习的基础,数学概念教学对数学教学至关重要.在概念教学中介绍数学概念的历史发展,有助于帮助学生理解概念,形成完整的概念体系.基于数学史对数学概念教学模式进行探索,构建引入历史使概念发现化、创设情境使概念具体化、合作探究使概念抽象化、精准定义使概念规范化、正确应用使概念理解化五个环节的概念教学模式,并以“弧度制”教学为例进行教学实践. Mathematical concepts is the foundation of mathematics learning,and mathematics concept teaching is very important to to math instruction.In concept teaching,introducing the historical development of mathematical concept is helpful to help students understand the concept and form a complete concept system.Based on the history of mathematics,this paper explores the teaching model of mathematics concept,and constructs the concept teaching mode of historical development(concept discovery),creating situation(concept concretization),cooperative exploration(concept abstraction),pointing out concept(concept normalization),and applying concept(concept understanding).This paper takes“radian system”as an example for teaching practice.
作者 秦再梅 倪萌 王罗那 QIN Zaimei;NI Meng;WANG Luona(Changxing Jinling Senior High School,Changxing 313100,China;School of Science,Huzhou University,Huzhou 313000,China)
出处 《湖州师范学院学报》 2024年第2期112-116,共5页 Journal of Huzhou University
基金 浙江省普通本科高校“十四五”教学改革项目(jg20220550)。
关键词 概念教学 数学史 概念教学模式 弧度制 concept teaching the history of mathematics conceptual teaching model radian system
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  • 1于漪.我的教育教学观[J].新智慧,2020(21):3-3. 被引量:2
  • 2汪晓勤,方匡雕,王朝和.从一次测试看关于学生认知的历史发生原理[J].数学教育学报,2005,14(3):30-33. 被引量:27
  • 3Skemp R.数学学习心理学[M],陈泽民,译.台北:九章出版社,1995.166.
  • 4李士锜.PME:数学教育心理[M].上海:华东师范大学出版社,2001..
  • 5Freudenthal H. Didactical Phenomenology of Mathematical Structures [M]. Dordrecht: Reidel Publishing Company, 1983.
  • 6Radford L. Historical Formation and Student Understanding of Mathematics [A]. In: Fauvel J, van Maanen J. History in Mathematics Education [C]. Dordrecht: Kluwer Academic Publishers, 2000.
  • 7Thomaidis Y, Tzanakis C. Historical Evolution and Students' Conception of the Order Relation on the Number Line: the Notion of Historical "Parallelism" Revisited [W]. http://www.icme-organisers.dk/tsg17/Tzanakis-Thomaidis.pdf.
  • 8Harper E. Ghosts of Diophantus [J]. Educational Studies in Mathematics, 1987, (18): 75-90.
  • 9Moreno L E, Waldegg G. The Conceptual Evolution of Actual Mathematical Infinity [J]. Educational Studies in Mathematics, 1991, (22): 211-231.
  • 10Keiser J M. Struggles with Developing the Concept of Angle: Comparing Sixth-grade Students' Discourse to the History of Angle Concept [J]. Mathematical Thinking and Learning, 2004, 6(3): 285-306.

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