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Toward an Algebra Acquisition Support System: A Study Based on Using Graphic Calculators in the Classroom

机译:迈向代数获取支持系统:基于在教室中使用图形计算器的研究

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This article discusses the results of a study that focused on using graphic calculators. The algebraic code of the calculator was used to introduce 11-to 12-year-old students to algebraic language as a tool for modeling and solving problems, relating this to their previous arithmetical experience and their evolving use of symbolic language. This study provided empirical evidence for the potential of conceiving algebra as a language and teaching it as a language-in-use, supported by the graphic calculator. The teaching approach was based on Bruner's (1983) research on natural language acquisition. Bruner claimed that natural language is taught and that the adult shapes the environment such that children can learn the rudiments of their mother tongue through its use, without needing to know syntactical rules and definitions. The main aim of this study was to investigate the outcomes of an algebra learning scheme based on Bruner's theory of language acquisition.
机译:本文讨论了专注于使用图形计算器的研究结果。计算器的代数代码被用来向11到12岁的学生介绍代数语言,作为建模和解决问题的工具,这与他们以前的算术经验和不断发展的符号语言的使用有关。这项研究为将代数理解为一种语言并将其作为一种使用中的语言进行教学提供了经验证据,并得到了图形计算器的支持。教学方法基于布鲁纳(1983)对自然语言习得的研究。布鲁纳(Bruner)声称,自然语言是可以教的,并且成年人可以塑造环境,这样孩子就可以通过使用母语来学习其母语的基础知识,而无需了解语法规则和定义。这项研究的主要目的是研究基于布鲁纳语言习得理论的代数学习方案的成果。

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