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Zehra E. Ünal; Züleyha Terzi; Beyzanur Yalvaç; David C. Geary – Developmental Science, 2024
Understanding the magnitudes represented by numerals is a core component of early mathematical development and is often assessed by accuracy in situating numerals and fractions on a number line. Performance on these measures is consistently related to performance in other mathematics domains, but the strength of these relations may be…
Descriptors: Number Concepts, Mathematics Achievement, Mathematics Education, Meta Analysis
Graven, Mellony; Venkat, Hamsa; Westaway, LIse; Tshesane, Herman – South African Journal of Childhood Education, 2013
In this paper we examine the extent of the focus on number sense, enabled and accompanied by the development of efficient strategies for mental maths, in the foundation and intermediate phase. We do this through documentary analysis of the Curriculum and Assessment Policy Statements (CAPS) for these phases and the Annual National Assessments…
Descriptors: Mathematics Instruction, Mathematics Skills, Mathematics Curriculum, Educational Assessment
Zhu, Zheng – International Education Journal, 2007
A large body of literature reports that there are gender differences in mathematical problem solving favouring males. Strategy use, as a reflection of different patterns in mathematical problem solving between genders, is found to be related to cognitive abilities, together with psychological characteristics and mediated by experience and…
Descriptors: Psychological Characteristics, Problem Solving, Psychology, Gender Differences
Peer reviewedJones, Graham A.; Thornton, Carol A. – Young Children, 1993
Reviews research concerning problems in children's understanding of place value in multidigit numbers. Discusses four elements essential to programs focusing on place value: counting, partitioning, grouping, and understanding number relationships. Proposes a framework and an educational program for nurturing and assessing children's understanding…
Descriptors: Cognitive Ability, Computation, Constructivism (Learning), Curriculum Development
Peer reviewedBrainerd, Charles J. – Child Development, 1983
Presents a stochastic model for distinguishing mental arithmetic errors according to causes of failure. A series of experiments (1) studied questions of goodness of fit and model validity among four and five year olds and (2) used the model to measure the relative contributions of developmental improvements in short-term memory and arithmetical…
Descriptors: Arithmetic, Cognitive Ability, Cognitive Development, Early Childhood Education

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