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Introducing linear functions: an alternative statistical approach

机译:引入线性函数:另一种统计方法

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The introduction of linear functions is the turning point where many students decide if mathematics is useful or not. This means the role of parameters and variables in linear functions could be considered to be 'threshold concepts'. There is recognition that linear functions can be taught in context through the exploration of linear modelling examples, but this has its limitations. Currently, statistical data is easily attainable, and graphics or computer algebra system (CAS) calculators are common in many classrooms. The use of this technology provides ease of access to different representations of linear functions as well as the ability to fit a least-squares line for real-life data. This means these calculators could support a possible alternative approach to the introduction of linear functions. This study compares the results of an end-oftopic test for two classes of Australian middle secondary students at a regional school to determine if such an alternative approach is feasible. In this study, test questions were grouped by concept and subjected to concept by concept analysis of the means of test results of the two classes. This analysis revealed that the students following the alternative approach demonstrated greater competence with non-standard questions.
机译:线性函数的引入是许多学生决定数学是否有用的转折点。这意味着参数和变量在线性函数中的作用可以被认为是“阈值概念”。人们已经认识到可以通过探索线性建模示例在上下文中教授线性函数,但这有其局限性。当前,统计数据很容易获得,并且图形或计算机代数系统(CAS)计算器在许多教室中很常见。使用该技术可轻松访问线性函数的不同表示形式,以及为实际数据拟合最小二乘法线的能力。这意味着这些计算器可以支持引入线性函数的可能替代方法。这项研究比较了在区域学校对两班澳大利亚初中学生进行的题名测试的结果,以确定这种替代方法是否可行。在这项研究中,测试问题按概念进行分组,并通过对两类测试结果的手段进行概念分析进行概念分析。该分析表明,采用替代方法的学生在非标准问题上表现出更大的能力。

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