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Barbieri, Christina Areizaga; Young, Laura K.; Newton, Kristie J.; Booth, Julie L. – Child Development, 2021
Fraction knowledge and algebraic skill are closely linked. Algebra is a gatekeeper for advanced courses (Booth & Newton, 2012; Brown & Quinn, 2007). This study uses the person-centered approach of latent profile analysis to examine individual differences in middle schoolers' (N = 350) algebra performance at the end of the year (EOY). The…
Descriptors: Prediction, Middle School Students, Algebra, Mathematics Instruction
Hornburg, Caroline Byrd; Wang, Lijuan; McNeil, Nicole M. – Child Development, 2018
A prevailing theory of mathematical problem solving predicts that children will be less accurate solving a + b = c + __ problems versus a + b = __ + c. However, this has never been tested directly. Because of low base rates, information combined from multiple studies can help improve estimation accuracy and precision. This study compared…
Descriptors: Meta Analysis, Accuracy, Problem Solving, Comparative Analysis
Rudolph, Karen D.; Abaied, Jamie L.; Flynn, Megan; Sugimura, Niwako; Agoston, Anna Monica – Child Development, 2011
This research explored the contribution of social goal orientation, specifically, development (improving social skills and relationships), demonstration-approach (gaining positive judgments), and demonstration-avoidance (minimizing negative judgments). Children (N = 373; M age = 7.97, SD = 0.34) were followed from 2nd to 3rd grades. Validity of…
Descriptors: Student Attitudes, Goal Orientation, Problem Solving, Social Adjustment
Peer reviewedTudge, Jonathan R. H.; And Others – Child Development, 1996
Six- to 9-year olds predicted the movement of a balance beam. Results indicated that children who received feedback improved their performance more than those who did not receive feedback; the presence of a partner was beneficial only when children did not receive feedback; and children whose partner exhibited higher-level reasoning benefitted…
Descriptors: Children, Cognitive Ability, Cooperation, Feedback
Peer reviewedMoore, Colleen F.; And Others – Child Development, 1991
Examined the development of proportional reasoning by means of a temperature mixture task. Results show the importance of distinguishing between intuitive knowledge and formal computational knowledge of proportional concepts. Provides a new perspective on the relation of intuitive and computational knowledge during development. (GLR)
Descriptors: Age Differences, Cognitive Development, College Students, Computation

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