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Representational change and strategy use in children's number line estimation during the first years of primary school

机译:小学一年级儿童数字线估计中的表征变化和策略运用

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Background The objective of this study was to scrutinize number line estimation behaviors displayed by children in mathematics classrooms during the first three years of schooling. We extend existing research by not only mapping potential logarithmic-linear shifts but also provide a new perspective by studying in detail the estimation strategies of individual target digits within a number range familiar to children. Methods Typically developing children (n = 67) from Years 1-3 completed a number-to-position numerical estimation task (0-20 number line). Estimation behaviors were first analyzed via logarithmic and linear regression modeling. Subsequently, using an analysis of variance we compared the estimation accuracy of each digit, thus identifying target digits that were estimated with the assistance of arithmetic strategy. Results Our results further confirm a developmental logarithmic-linear shift when utilizing regression modeling; however, uniquely we have identified that children employ variable strategies when completing numerical estimation, with levels of strategy advancing with development. Conclusion In terms of the existing cognitive research, this strategy factor highlights the limitations of any regression modeling approach, or alternatively, it could underpin the developmental time course of the logarithmic-linear shift. Future studies need to systematically investigate this relationship and also consider the implications for educational practice.
机译:背景技术这项研究的目的是仔细研究在上学的前三年中儿童在数学教室中表现出的数字线估计行为。我们不仅通过映射潜在的对数线性位移来扩展现有研究,而且通过详细研究儿童熟悉的数字范围内单个目标数字的估计策略来提供新的视角。方法通常,1-3岁的成长中儿童(n = 67)完成了从数字到位置的数字估计任务(0-20数字行)。首先通过对数和线性回归模型分析估计行为。随后,通过使用方差分析,我们比较了每个数字的估计精度,从而确定了借助算术策略估计的目标数字。结果我们的结果进一步证实了在使用回归模型时发展对数线性位移;但是,我们唯一地确定了儿童在完成数值估计时会采用可变策略,并且策略水平会随着发展而发展。结论就现有的认知研究而言,该策略因素突显了任何回归建模方法的局限性,或者可以支撑对数线性移动的发展时间过程。未来的研究需要系统地研究这种关系,并考虑对教育实践的影响。

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