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Levels of participatory conception of fractional quantity along a purposefully sequenced series of equal sharing tasks: Stu's trajectory

机译:沿着有序排序的相等共享任务序列进行的分数数量参与概念的层次:Stu的轨迹

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摘要

Current intervention research in special education focuses on children's responsiveness to teacher modeled strategies and not conceptual development within children's thinking. As a result, there is a need for research that provides a characterization of key understandings (KUs) of fractional quantity evidenced by children with learning disabilities (LD) and how growth of conceptual knowledge may occur within these children's mathematical activity. This case study extends current literature by presenting KUs of fractional quantity, evidenced through problem solving strategies, observable operations, and naming/quantification of one fifth grader with LD before, during, and after seven instructional sessions situated in equal sharing. The researchers utilized a characterization of evolving fraction conceptions developed from research of children without disabilities that was ultimately productive in facilitating conceptual advances of the child with LD. We hypothesize that the trajectory of the child's conceptions is a case of something more general. Pending future research, the trajectory may be a useful tool to practitioners wishing to plan thoughtful, conceptually-based fraction instruction that is responsive to all children's evolving conceptions of fractions as quantities built through their own mathematical activity.
机译:当前对特殊教育的干预研究侧重于儿童对教师制定的策略的反应能力,而不是儿童思维范围内的概念发展。结果,需要进行研究以提供对学习障碍儿童(LD)所证明的分数的关键理解(KU)的表征,以及在这些儿童的数学活动中概念知识的增长如何发生的表征。本案例研究通过展示分数的KU来扩展当前的文献,通过解决问题的策略,可观察的操作以及在等分的七个教学会议之前,之中和之后,用LD对五分之一年级学生进行命名/量化来证明这一点。研究人员利用了对残障儿童的研究中不断发展的分数概念的表征,该概念最终在促进LD儿童的概念发展方面产生了成果。我们假设孩子的观念轨迹是更普遍的情况。在未来的研究中,该轨迹对于希望计划周到的,基于概念的分数指令的从业者可能是一个有用的工具,该指令可以响应所有儿童不断发展的分数概念,这些分数是通过他们自己的数学活动建立的。

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