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首页> 外文期刊>Journal of developmental and physical disabilities >Increasing Efficiency in Mathematics: Teaching Subitizing to Students with Moderate Intellectual Disability
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Increasing Efficiency in Mathematics: Teaching Subitizing to Students with Moderate Intellectual Disability

机译:提高数学效率:对中度智障学生进行教学

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Subitizing is an early numeracy mathematical skill where students are able to state the quantity of something without counting. This mathematical skill is more efficient than counting with one-to-one correspondence and leads to increased addition speed and accuracy. As more research emerges showing students with moderate and severe intellectual disability can learn mathematical concepts, there is a need for addressing efficiency. A single-case, multiple probe across participants design was used to investigate the effects of simultaneous prompting on subitizing and addition problem solving speed on three students with moderate intellectual disability. Visual analysis of baseline, intervention, and maintenance phase data indicated a functional relationship between simultaneous prompting and subitizing, and statistical analysis (Tau-U) further supported this with a large effect. This also led to increasing the speed with which addition problems were solved. In accordance with previous research on the use of systematic instruction (i.e., simultaneous prompting), students with intellectual disability can benefit from learning mathematical strategies to support their conceptual understanding and mathematical fluency. Future research and implications for practices are discussed.
机译:Subitizing 是一种早期的算术数学技能,学生能够在不计算的情况下说出某物的数量。这种数学技能比一对一对应的计数更有效,并导致加法速度和准确性的提高。随着越来越多的研究表明,中度和重度智力障碍的学生可以学习数学概念,因此需要解决效率问题。采用跨参与者设计的单案例、多探针来研究同时提示对三名中度智障学生的分法和加法解决问题速度的影响。对基线、干预和维持阶段数据的可视化分析表明,同时提示和转质之间存在功能关系,统计分析(Tau-U)进一步支持了这一点,效果很好。这也提高了解决加法问题的速度。根据以往关于使用系统教学(即同时提示)的研究,智障学生可以从学习数学策略中受益,以支持他们的概念理解和数学流利度。讨论了未来的研究和对实践的影响。

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