Structures of cognitive and metacognitive reading strategy use for reading comprehension of geometry proof

被引:0
作者
Kai-Lin Yang
机构
[1] National Taiwan Normal University,Department of Mathematics
来源
Educational Studies in Mathematics | 2012年 / 80卷
关键词
Geometry proof; Reading comprehension; Reading strategy;
D O I
暂无
中图分类号
学科分类号
摘要
In this study, we explored the structural relationship between the students’ perceived use of cognitive and metacognitive reading strategies (CMRS) and their reading comprehension of geometry proof (RCGP), and we also examined the differences in students’ perceived use of reading strategies among the poor, moderate and good comprehenders. A sample of ninth graders (N = 533) completed a RCGP test and then the CMRS questionnaire. In the exploratory factor analysis with one subsample (n = 150), principal component analysis was used to extract factors of CMRS use for improving the CMRS instrument. Another subsample of students (n = 370) participated in the study on the confirmatory factor analysis with structural equation modelling method. Results revealed that the use of metacognitive reading strategies exerts an executive function over that of cognitive reading strategies, which directly influenced students’ RCGP. Our interesting findings were that good comprehenders tended to employ more metacognitive reading strategies for planning and monitoring comprehension and more cognitive reading strategies for elaborating proof compared with the moderate comprehenders, who in turn employed these strategies more often compared with the poor comprehenders.
引用
收藏
页码:307 / 326
页数:19
相关论文
共 67 条
[1]  
Aarnoutse C(2003)Learning reading strategies by triggering reading motivation Educational Studies 29 387-409
[2]  
Schellings G(2008)Clarifying differences between reading skills and reading strategies The Reading Teacher 61 364-373
[3]  
Afflerbach P(1988)The interaction of domain-specific and strategic knowledge in academic performance Review of Educational Research 58 375-404
[4]  
Pearson PD(2009)Awareness of reading strategy use and reading comprehension among poor and good readers Elementary Education Online 8 283-297
[5]  
Paris S(1998)Using transactional reading strategies to support sense-making and discussions in mathematics classrooms Journal for Research in Mathematics Education 29 275-305
[6]  
Alexander P. A.(1995)The metacognitive reading strategies of five early readers Journal of Research in Reading 18 53-62
[7]  
Judy J. E.(2001)Structural equation modeling with AMOS, EQS, and LISREL: Comparative approaches to testing for the factorial validity of a measuring instrument International Journal of Testing 1 55-86
[8]  
Anastasiou D(1993)High school geometry students’ justification for their views of empirical evidence and mathematical proof Educational Studies in Mathematics 24 359-387
[9]  
Griva E(1986)Relationships among comprehension strategies reported by college students Reading Research and Instruction 25 220-232
[10]  
Borasi R(1973)Eta-squared and partial eta-squared in communication science Human Communication Research 28 473-490