CLC Number:
| [1] Leong C K, Jerred W D. Effects of Consistency and Adequacy of Language Information on Understanding Elementary Mathematics Word Problems. Annals of Dyslexia, 2001, 51: 277-298. [2] Gravemeijer K. Commentary Solving Word Problems: a Case of Modelling. Learning and Instruction, 1997, 7(4): 389-397. [3] Yoshida H, Verschaffel L, Decorate E. Realistic Considerations in Solving Problematic Word Problems: do Japanese and Belgian Children Have the Same Difficulties? Learning and Instruction, 1997, 7(4): 329-338. [4] Low R, Over R. Gender Differences in Solution of Algebraic Word Problems Containing Irrelevant Information. Journal of Educational Psychology, 1993, 85(2): 331-339. [5] 刘儒德,陈红艳.数学真实性问题的研究心理发展与教育,2003,19(1):49-53. [6] Jinfa C, Silver, Edward A. Solution Processes and Interpretations of Solutions in Solving a Division-With-Remainder Story Problem: do Chinese and U.S. Students Have Similar Difficulties? Journal for research in mathematics education, 1995, 26(5): 491-498. [7] Mayer R E, Hidetsugu T, Caryn S. Mathematical Problem Solving in Japan and the United States: A Controlled Comparison. Journal of Educational Psychology, 1991, 83 (1): 69. [8] Silver, Edward A, Shukkwan S, Jinfa C. Generating Multiple Solutions for a Problem: a Comparison of the Responses of U.S. and Japanese Students. Educational Studies in Mathematics, 1995, 28: 35. [9] Wyndhamn J. Word Problems and Methematical Reasoning-a Study of Children's Mastery of Reference and Meaning in Textual Realities. Learning and Instruction, 1997, 7(4): 361-382. [10] Parreren V. Leren op school [Learning in School]. Tjeenk Willink, 1972. [11] Greer B. Modeling Reality in Mathematics Classrooms: the Case of Word Problems. Learning and Instruction, 1997, 7(4): 293-307. [12] Reusser K, Stebler R. Every Word Problem Has a Solutionthe Social Rationality of Mathematical Modeling in Schools. Learning and Instruction, 1997, 7(4): 303-327. [13] Muth, Denise K. Effects of Cuing on Middle-School Students'Performance on Arithmetic Word Problems Containing Extraneous Information. Journal of Educational Psychology, 1991, 83(1): 173-174. [14] Cengiz A, Pasztor A. Effects of Flawed State Assessment Preparation Materials on Students' Mathematical Reasoning: a Study. Journal of Mathematical Behavior, 2002, 21: 225-253. [15] Wolfgang S, Lowe R. External and Internal Representations in Multimedia Learning. Learning and Instruction, 2003, 13(2): 117-123. |
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| [9] | . [J]. Psychological Development and Education, 1996, 12(2): 1-5,18. |
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