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Pub Date: |
2012-02-00 |
Pub Type(s): |
Journal Articles; Reports - Evaluative |
Peer Reviewed: |
Yes |
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Descriptors:
Low Achievement; Problem Solving; Grade 7; Word Problems (Mathematics); Research Methodology; Discovery Processes; High Achievement; Mathematical Concepts; Evaluation; Scores; Elementary School Students; Middle School Students
Abstract:
This study evaluated whether schema-based instruction (SBI), a promising method for teaching students to represent and solve mathematical word problems, impacted the learning of percent word problems. Of particular interest was the extent that SBI improved high- and low-achieving students' learning and to a lesser degree on the indirect effect of SBI on transfer to novel problems, as compared to a business as usual control condition. Seventy 7th grade students in four classrooms (one high- and one low-achieving class in both the SBI and control conditions) participated in the study. Results indicate a significant treatment by achievement level interaction, such that SBI had a greater impact on high-achieving students' problem solving scores. However, findings did not support transfer effects of SBI for high-achieving students. Implications for improving the problem-solving performance of low achievers are discussed. (Contains 2 figures and 8 tables.)
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Pub Date: |
2012-05-00 |
Pub Type(s): |
Guides - Classroom - Teacher |
Peer Reviewed: |
Yes |
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Descriptors:
Mathematics Instruction; Problem Solving; Educational Research; Evidence; Teaching Methods; Mathematical Applications; Group Instruction; Self Management; Reflection; Visual Aids; Protocol Analysis; Discussion (Teaching Technique); Mathematical Concepts; Algebra; Grade 4; Grade 5; Grade 6; Grade 7; Grade 8
Abstract:
The Institute of Education Sciences (IES) publishes practice guides in education to bring the best available evidence and expertise to bear on current challenges in education. Authors of practice guides combine their expertise with the findings of rigorous research, when available, to develop specific recommendations for addressing these challenges. The authors rate the strength of the research evidence supporting each of their recommendations. The goal of this practice guide is to offer educators specific, evidence-based recommendations that address the challenge of improving mathematical problem solving in grades 4 through 8. The guide provides practical, clear information on critical topics related to improving mathematical problem solving and is based on the best available evidence as judged by the authors. Appended are: (1) Postscript from the Institute of Education Sciences; (2) About the Authors; (3) Disclosure of Potential Conflicts of Interest; and (4) Rationale for Evidence Ratings. (Contains 9 tables, 21 examples and 303 endnotes.)
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Author(s): |
Jitendra, Asha K. |
Source: |
Journal of Educational Research, v104 n5 p373-374 2011 |
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Pub Date: |
2011-00-00 |
Pub Type(s): |
Journal Articles; Opinion Papers |
Peer Reviewed: |
Yes |
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Descriptors:
Educational Research; Criticism; Word Problems (Mathematics); Teaching Methods; Mathematics; Decision Making; Mathematical Formulas; Equations (Mathematics)
Abstract:
This article presents the author's response to Yan Ping Xin and Dake Zhang's recent critical evaluation of her and colleagues' work in "Exploring a Conceptual Model-Based Approach to Teaching Situated Word Problems," published in "The Journal of Educational Research" in 2009 (Vol. 102, No. 6). Most critiques of prior research are written in a fair and informative manner to show how the present study extends previous research to advance the field. However, factual errors, including inappropriate quotes, misrepresentation of information, and inadequate scholarship in Xin and Zhang's text call to question whether the criticisms of their work are justified. In this response, the author sets the scholarly record straight.
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