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Charting the role of the number line in mathematical development

机译:绘制数字线在数学发展中的作用

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Individuals who do well in mathematics and science also often have good spatial skills. However, the predictive direction of links between spatial abilities and mathematical learning has not been firmly established, especially for young children. In the present research, we addressed this issue using a sample from a longitudinal data set that spanned 4 years and which includes measures of mathematical performance and various cognitive skills, including spatial ability. Children were tested once in each of 4 years (Time 1, 2, 3, and 4). At Time 3 and 4, 101 children (in Grades 2, 3, or 4 at Time 3) completed mathematical measures including (a) a number line task (0–1000), (b) arithmetic, and (c) number system knowledge. Measures of spatial ability were collected at Time 1, 2, or 3. As expected, spatial ability was correlated with all of the mathematical measures at Time 3 and 4, and predicted growth in number line performance from Time 3 to Time 4. However, spatial ability did not predict growth in either arithmetic or in number system knowledge. Path analyses were used to test whether number line performance at Time 3 was predictive of arithmetic and number system knowledge at Time 4 or whether the reverse patterns were dominant. Contrary to the prediction that the number line is an important causal construct that facilitates learning arithmetic, no evidence was found that number line performance predicted growth in calculation more than calculation predicted number line growth. However, number system knowledge at Time 3 was predictive of number line performance at Time 4, independently of spatial ability. These results provide useful information about which aspects of growth in mathematical performance are (and are not) related to spatial ability and clarify the relations between number line performance and measures of arithmetic and number system knowledge.
机译:在数学和科学方面表现出色的个人通常也具有良好的空间技能。但是,空间能力与数学学习之间的联系的预测方向尚未确定,尤其是对于幼儿。在本研究中,我们使用了跨越4年的纵向数据集中的样本来解决此问题,该样本包括对数学成绩和各种认知技能(包括空间能力)的度量。每4年(时间1、2、3和4)对孩子进行一次测试。在时间3和4,有101名孩子(在时间3、2、3或4年级)完成了数学测量,包括(a)数字行任务(0–1000),(b)算术和(c)数字系统知识。可以在时间1、2或3收集空间能力的度量。正如预期的那样,空间能力与时间3和4的所有数学度量相关,并预测了从时间3到时间4的数字性能增长。空间能力不能预测算术或数字系统知识的增长。路径分析用于测试时间3处的数字行性能是否可预测时间4的算术和数字系统知识,或反向模式是否占主导地位。与数字线是促进学习算术的重要因果构造的预测相反,没有证据表明数字线性能在计算中预测的增长比计算预测的数字增长更多。但是,时间3的数字系统知识可以预测时间4的数字线路性能,而与空间能力无关。这些结果提供了有关数学性能增长的哪些方面与(或不与)空间能力相关的有用信息,并阐明了数字线性能与算术和数字系统知识的度量之间的关系。

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