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)
Meanings of Homework and Implications for Practice . THEORY INTO PRACTICE, Volume 43, Number 3, Summer 2004 Copyright © 2004 College of Education, The Ohio State University
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)
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Homework as the Job of Childhood. THEORY INTO PRACTICE, Volume 43, Number 3, Summer 2004 Copyright © 2004 College of Education, The Ohio State University
Homework and Learning Mathematics. Grootenboer. APMC 2009.
Purposes for Doing Homework. September/October 2005 Journal of Educational Research. Vol. 99 No.1
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