This study analyzes the bases that support the comprehension ami development of the commutative law of addition. We presented two commutative tasks (compare sums and find the unknown addend) to 72 children from 5 to 8 years of age. Within each task we varied the presence/absence of the result, and the kind-of-addend. In general, our results show that children focus mainly on the addends in judging the equivalence between two commuted pairs. Equally, the errors and strategies analysis offers evidence of the children's inclination to focus on the addends, although older children also center on the results, especially in sorne conditions. Finally, we tentatively suggest a five level model of understanding of commutativity
This study investigated the conceptual understanding that low-attaining children have and are able t...
In learning mathematics, children must master fundamental logical relationships, including the inver...
The aim of this thesis is to examine the relative importance of working memory, counting ability, an...
The paper presents findings from a project which explored 6-7 year old children’s understandingand u...
The research of inter- and intra-individual differences in arithmetical development has revealed not...
The study addresses the relational reasoning of different-aged children and how addition reasoning i...
This paper describes a study to analyse how 4-6-year-olds (N=45) children solve different types of ...
This study examined patterns of individual differences in the acquisition of the knowledge of the co...
Children use a range of addition strategies during the primary\ud years and progress from using main...
This thesis investigates the origins of children's understanding of multiplication and division and ...
We present a study that explores Kindergarten and first-grade students’ understandings and represent...
This paper describes a brief study to analyse how 4-6-years-old children solve different types of ad...
In learning mathematics, children must master fundamental logical relationships, including the inver...
Children's reasoning was examined within two educational contexts (word reading and addition) so as ...
We present a study that explores Kindergarten and first-grade students’ understandings and represent...
This study investigated the conceptual understanding that low-attaining children have and are able t...
In learning mathematics, children must master fundamental logical relationships, including the inver...
The aim of this thesis is to examine the relative importance of working memory, counting ability, an...
The paper presents findings from a project which explored 6-7 year old children’s understandingand u...
The research of inter- and intra-individual differences in arithmetical development has revealed not...
The study addresses the relational reasoning of different-aged children and how addition reasoning i...
This paper describes a study to analyse how 4-6-year-olds (N=45) children solve different types of ...
This study examined patterns of individual differences in the acquisition of the knowledge of the co...
Children use a range of addition strategies during the primary\ud years and progress from using main...
This thesis investigates the origins of children's understanding of multiplication and division and ...
We present a study that explores Kindergarten and first-grade students’ understandings and represent...
This paper describes a brief study to analyse how 4-6-years-old children solve different types of ad...
In learning mathematics, children must master fundamental logical relationships, including the inver...
Children's reasoning was examined within two educational contexts (word reading and addition) so as ...
We present a study that explores Kindergarten and first-grade students’ understandings and represent...
This study investigated the conceptual understanding that low-attaining children have and are able t...
In learning mathematics, children must master fundamental logical relationships, including the inver...
The aim of this thesis is to examine the relative importance of working memory, counting ability, an...