Zhang Dake, Wang Qiu, Ding Yi, Liu Jeremy Jian
Rutgers University, New Brunswick, NJ, USA
Syracuse University, Syracuse, NY, USA.
J Learn Disabil. 2014 Nov-Dec;47(6):569-83. doi: 10.1177/0022219413507602. Epub 2013 Oct 28.
According to the National Council of Teachers of Mathematics, geometry and spatial sense are fundamental components of mathematics learning. However, learning disabilities (LD) research has shown that many K-12 students encounter particular geometry difficulties (GD). This study examined the effect of an integrated object representation (IOR) accommodation on the test performance of students with GD compared to students without GD. Participants were 118 elementary students who took a researcher-developed geometry problem solving test under both a standard testing condition and an IOR accommodation condition. A total of 36 students who were classified with GD scored below 40% correct in the geometry problem solving test in the standard testing condition, and 82 students who were classified without GD scored equal to or above 40% correct in the same test and condition. All students were tested in both standard testing condition and IOR accommodation condition. The results from both ANOVA and regression discontinuity (RD) analyses suggested that students with GD benefited more than students without GD from the IOR accommodation. Implications of the study are discussed in terms of providing accommodations for students with mathematics learning difficulties and recommending RD design in LD research.
根据美国数学教师全国委员会的说法,几何和空间感是数学学习的基本组成部分。然而,学习障碍(LD)研究表明,许多K-12学生在几何学习方面遇到了特殊困难(GD)。本研究考察了与无几何困难(GD)的学生相比,综合物体表征(IOR)辅助措施对有几何困难(GD)的学生测试成绩的影响。参与者是118名小学生,他们在标准测试条件和IOR辅助条件下参加了研究人员开发的几何问题解决测试。共有36名被归类为有几何困难(GD)的学生在标准测试条件下的几何问题解决测试中正确率低于40%,82名未被归类为有几何困难(GD)的学生在相同测试和条件下正确率等于或高于40%。所有学生都在标准测试条件和IOR辅助条件下进行了测试。方差分析(ANOVA)和回归间断点(RD)分析的结果均表明,与无几何困难(GD)的学生相比,有几何困难(GD)的学生从IOR辅助措施中受益更多。本研究的意义从为有数学学习困难的学生提供辅助措施以及在学习障碍(LD)研究中推荐回归间断点(RD)设计的角度进行了讨论。