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Katja Lenz; Frank Reinhold; Gerald Wittmann – Research in Mathematics Education, 2024
When learning about fractions, teaching usually follows certain topics -- e.g. part of the whole, fraction equivalence, and size comparison. Not yet answered is whether students' conceptual and procedural knowledge of fractions is coherent between those topics. To answer this question, we performed a latent profile analysis of data from N = 1005…
Descriptors: Fractions, Error Patterns, Mathematics Instruction, Concept Formation
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Heemsoth, Tim; Heinze, Aiso – North American Chapter of the International Group for the Psychology of Mathematics Education, 2014
Educational research assumes that error reflections are efficient if they include the rationale behind the own error instead of just correcting the error. However, thus far there is a lack of empirical evidence regarding this aspect. Thus, we conducted a field experiment with pre-post-follow-up design and with 7th and 8th grade students (N = 174).…
Descriptors: Fractions, Reflection, Error Patterns, Error Correction
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Heemsoth, Tim; Heinze, Aiso – Journal of Experimental Education, 2016
Thus far, it is unclear how students can learn most effectively from their own errors. In this study, reflections on the rationale behind self-made errors are assumed to enhance knowledge acquisition. In a field experiment with pre/post/follow-up design, the authors practiced fractions with 174 seventh- and eighth-grade students who were randomly…
Descriptors: High School Students, Reflection, Error Patterns, Error Correction