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Acquisition and use of shortcut strategies by traditionally schooled children

机译:传统上受教育的儿童习得和使用捷径策略

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This study aimed at analysing traditionally taught children’s acquisition and use of shortcut strategies in the number domain 20–100. One-hundred-ninety-five second, third, and fourth graders of different mathematical achievement levels participated in the study. They were administered two tasks, both consisting of a series of two-digit additions and subtractions that maximally elicit the use of the compensation and indirect addition strategy (, so the answer is 2 + 1 or 3). In the first task, children were instructed to solve all items as accurately and as fast as possible with their preferred strategy. The second task was to generate at least two different strategies for each item. Results demonstrated that children of all grades and all achievement levels hardly applied the compensation and indirect addition strategy in the first task. Children’s strategy reports in the second task revealed that younger and lower achieving children did not apply these strategies because they did not (yet) discover these strategies. By contrast, older and higher achieving children appeared to have acquired these strategies by themselves. Results are interpreted in relation to cognitive psychological and socio-cultural perspectives on children’s mathematics learning. Keywords Strategy development - Strategy diversity - Strategy discovery - Shortcut strategies - Compensation strategy - Indirect addition - Multi-digit addition and subtraction - Elementary school children
机译:这项研究旨在分析传统教学儿童在20-100的数字域中对捷径策略的习得和使用。一百九十五名具有不同数学成就水平的二,三年级和四年级学生参加了这项研究。他们执行了两项任务,均由一系列两位数的加法和减法组成,以最大程度地利用补偿和间接加法策略(因此答案为2 +1或3)。在第一个任务中,孩子被指导用他们偏爱的策略尽可能快地准确地解决所有问题。第二项任务是为每个项目至少生成两种不同的策略。结果表明,所有年级和所有成就水平的孩子都很难在第一项任务中采用补偿和间接加法策略。第二项任务中的儿童策略报告显示,年纪较小且成绩较差的儿童没有应用这些策略,因为他们(尚未)发现这些策略。相比之下,年龄较大且成绩较高的儿童似乎是自己采取了这些策略。结果与儿童数学学习的认知心理学和社会文化观点有关。关键词策略制定-策略多样性-策略发现-捷径策略-补偿策略-间接加法-多位数加减法-小学生

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