This paper examines the influence certain number combinations have on children’s ability to abstract arithmetic structure. The study replicates an investigation of Israeli and Canadian students, which found that certain number combinations significantly influenced the order in which operations are performed. Seventy-six Australian children participated in the study. The results indicated that, while the number combinations did not significantly influence the order in which the Australian children performed the operations, many exhibited misconceptions that reflected a very procedural approach to mathematics. Implications are drawn for the introduction of mental computation and early algebraic understanding in the early years of schooling
Abstract:Many experiments with infants suggest that they possess quantitative abilities, and many ex...
This paper examines children's number fact knowledge in relation to mathematics problem solving. The...
The research of inter- and intra-individual differences in arithmetical development has revealed not...
There is evidence that early variations in the development of an approximate number system (ANS) and...
We investigated whether the approximate number system (ANS) was related to arithmetic among kinderga...
We assessed a range of theoretically critical predictors (numerosity discrimination, number knowledg...
There is a strong case for arguing that the application of relational thinking to solve number sente...
In the present research, we provide empirical evidence for the process of symbolic integration of nu...
Algebraic thinking is regarded as a high level of mathematical thinking in numbers. In general, the ...
International audienceAbstract Background In several countries, children's math skills have been dec...
In mathematics curricula teachers often find the more or less implicit request to link the taught su...
Current research and practice show that many children who experience difficulties in mathematics lea...
Research has shown that young children's intuitive view of addition is non-commutative. This pa...
INTRODUCTION. Accumulating evidence, primarily from English-speaking children, indicates that acquis...
The paper presents findings from a project which explored 6-7 year old children’s understandingand u...
Abstract:Many experiments with infants suggest that they possess quantitative abilities, and many ex...
This paper examines children's number fact knowledge in relation to mathematics problem solving. The...
The research of inter- and intra-individual differences in arithmetical development has revealed not...
There is evidence that early variations in the development of an approximate number system (ANS) and...
We investigated whether the approximate number system (ANS) was related to arithmetic among kinderga...
We assessed a range of theoretically critical predictors (numerosity discrimination, number knowledg...
There is a strong case for arguing that the application of relational thinking to solve number sente...
In the present research, we provide empirical evidence for the process of symbolic integration of nu...
Algebraic thinking is regarded as a high level of mathematical thinking in numbers. In general, the ...
International audienceAbstract Background In several countries, children's math skills have been dec...
In mathematics curricula teachers often find the more or less implicit request to link the taught su...
Current research and practice show that many children who experience difficulties in mathematics lea...
Research has shown that young children's intuitive view of addition is non-commutative. This pa...
INTRODUCTION. Accumulating evidence, primarily from English-speaking children, indicates that acquis...
The paper presents findings from a project which explored 6-7 year old children’s understandingand u...
Abstract:Many experiments with infants suggest that they possess quantitative abilities, and many ex...
This paper examines children's number fact knowledge in relation to mathematics problem solving. The...
The research of inter- and intra-individual differences in arithmetical development has revealed not...