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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
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Fyfe, Emily R.; McNeil, Nicole M.; Rittle-Johnson, Bethany – Child Development, 2015
The labels used to describe patterns and relations can influence children's relational reasoning. In this study, 62 preschoolers (M[subscript age] = 4.4 years) solved and described eight pattern abstraction problems (i.e., recreated the relation in a model pattern using novel materials). Some children were exposed to concrete labels (e.g.,…
Descriptors: Preschool Children, Problem Solving, Logical Thinking, Classification
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McNeil, Nicole M.; Alibali, Martha W. – Child Development, 2005
This study examined whether knowledge of arithmetic contributes to difficulties with equations. In Experiment 1, children (ages 7-11) completed tasks to assess their adherence to 3 operational patterns prevalent in arithmetic: (a) the strategy of performing all given operations on all given numbers, (b) the "operations=answer" problem structure,…
Descriptors: Equations (Mathematics), Arithmetic, Problem Solving
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McNeil, Nicole M. – Child Development, 2008
Do typical arithmetic problems hinder learning of mathematical equivalence? Second and third graders (7-9 years old; N= 80) received lessons on mathematical equivalence either with or without typical arithmetic problems (e.g., 15 + 13 = 28 vs. 28 = 28, respectively). Children then solved math equivalence problems (e.g., 3 + 9 + 5 = 6 + __),…
Descriptors: Children, Grade 2, Grade 3, Grade 5