Metacognition and low achievement in mathematics: The effect of training in the use of metacognitive skills to solve mathematical word problems |
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Authors: | Valérie Pennequin Olivier Sorel Isabelle Nanty Roger Fontaine |
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Affiliation: | 1. Université F. Rabelais , Tours, France pennequin@univ-tours.fr;3. Université F. Rabelais , Tours, France |
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Abstract: | The central question underlying this study was whether metacognition training could enhance the two metacognition components—knowledge and skills—and the mathematical problem-solving capacities of normal children in grade 3. We also investigated whether metacognitive training had a differential effect according to the children's mathematics level. A total of 48 participants took part in this study, divided into an experimental and a control group, each subdivided into a lower and a normal achievers group. The training programme took an interactive approach in accordance with Schraw's (1998 Schraw, G. 1998. Promoting general metacognitive awareness. Instructional Science, 26: 113–125. [Crossref], [Web of Science ®] , [Google Scholar]) recommendation and was carried out over five training sessions. Results indicated that children in the training group had significantly higher post-test metacognitive knowledge, metacognitive skills, and mathematical problem-solving scores. In addition, metacognitive training was particularly beneficial to the low achievers. Thus metacognitive training enabled the low achievers to make progress and solve the same number of problems on the post-test as the normal achievers solved on the pre-test. |
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Keywords: | Mathematical problem solving Metacognitive knowledge Metacognitive skills Training |
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