在一系列有意义的背景下:25年来为数学教学的意义而奋斗

Michael Drake
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引用次数: 1

摘要

在过去的25年里,使用有意义的语境一直是新西兰数学课程的一个规定。尽管有确凿的证据表明,在数学中使用上下文和单词问题对数学的公平获取、学生学习和学习评估并非没有影响,但他们拥有特权地位,但在国内或国际上,对他们为何被赋予这一地位的研究却很少。那么,采用有意义的上下文方法来研究数学有什么好处和限制呢?采用这种方法对学生的成绩和学习有什么影响?这些都是重要的问题,因为新西兰课程已经有十年历史了,课程审查迫在眉睫。这些问题的提出是为了引发新西兰数学教育的一场重要辩论,这场辩论需要在任何课程审查之前进行,以便就未来数学课程中有意义的背景的位置和性质做出明智的决定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
In a range of meaningful contexts: 25 years of struggle for meaning in mathematics teaching
  The use of meaningful contexts has been a given in New Zealand’s mathematics curricula for the last 25 years. They hold a privileged position, but there has been little examination of why they are given this position either nationally or internationally, even though there is solid evidence that the use of contexts and word problems in mathematics is not without implications for equitable access to mathematics, student learning, and assessment of learning. So what are the affordances and constraints of taking the meaningful context approach to mathematics? What has been the impact of taking this approach on student achievement and learning? These are important questions given The New Zealand Curriculum is ten years old and a curriculum review is looming. These questions are being raised to start an essential debate for mathematics education in New Zealand, one that needs to take place prior to any curriculum review so an informed decision on the place and nature of meaningful contexts in future mathematics curricula can be made.
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