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Investigating further preservice teachers’ conceptions of multidigit whole numbers: refining a framework

机译:调查进一步的职前教师对多位数整数的概念:完善框架

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摘要

This study was designed to investigate preservice elementary school teachers’ (PSTs’) responses to written standard place-value-operation tasks (addition and subtraction). Previous research established that PSTs can often perform but not explain algorithms and provided a four-category framework for PSTs’ conceptions, two correct and two incorrect. Previous findings are replicated for PSTs toward the end of their college careers, and two conceptions are further analyzed to yield three categories of incorrect views of regrouped digits: (a) consistently as 1 value (all as 1 or all as 10), (b) consistently within but not across contexts (i.e., all as 10 in addition but all as 1 in subtraction), and (c) inconsistently (depending on the task).
机译:这项研究旨在调查职前小学教师(PST)对书面标准地方价值操作任务(加法和减法)的反应。先前的研究确定了PST通常可以执行但不能解释算法,并为PST的概念提供了四个类别的框架,两个是正确的,两个是错误的。 PST将在大学生涯即将结束时复制以前的发现,并进一步分析两个概念以得出三类错误的重组数字观点:(a)始终为1值(全部为1或全部为10),(b )在上下文中保持一致,但又不是跨上下文(即,相加时全部为10,而相减时全部为1),并且(c)不一致(取决于任务)。

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