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Jones, Ian; Inglis, Matthew; Gilmore, Camilla; Dowens, Margaret – Journal of Experimental Child Psychology, 2012
A sophisticated and flexible understanding of the equals sign (=) is important for arithmetic competence and for learning further mathematics, particularly algebra. Research has identified two common conceptions held by children: the equals sign as an operator and the equals sign as signaling the same value on both sides of the equation. We argue…
Descriptors: Children, Factor Analysis, Symbols (Mathematics), Mathematics
LeFevre, Jo-Anne; Berrigan, Lindsay; Vendetti, Corrie; Kamawar, Deepthi; Bisanz, Jeffrey; Skwarchuk, Sheri-Lynn; Smith-Chant, Brenda L. – Journal of Experimental Child Psychology, 2013
We examined the role of executive attention, which encompasses the common aspects of executive function and executive working memory, in children's acquisition of two aspects of mathematical skill: (a) knowledge of the number system (e.g., place value) and of arithmetic procedures (e.g., multi-digit addition) and (b) arithmetic fluency (i.e.,…
Descriptors: Arithmetic, Number Concepts, Number Systems, Executive Function
Chan, Becky Mee-yin; Ho, Connie Suk-han – Journal of Experimental Child Psychology, 2010
This study examined how four domain-specific skills (arithmetic procedural skills, number fact retrieval, place value concept, and number sense) and two domain-general processing skills (working memory and processing speed) may account for Chinese children's mathematics learning difficulties. Children with mathematics difficulties (MD) of two age…
Descriptors: Learning Problems, Mathematics Education, Short Term Memory, Number Concepts
Robinson, Katherine M.; Ninowski, Jerilyn E.; Gray, Melissa L. – Journal of Experimental Child Psychology, 2006
Previous studies have shown that even preschoolers can solve inversion problems of the form a + b - b by using the knowledge that addition and subtraction are inverse operations. In this study, a new type of inversion problem of the form d x e [divided by] e was also examined. Grade 6 and 8 students solved inversion problems of both types as well…
Descriptors: Grade 6, Children, Arithmetic, Grade 8