The relationship between number knowledge and strategy use: what we can learn from the priming paradigm

T Jay

Research output: Chapter in Book/Report/Conference proceedingConference Contribution (Conference Proceeding)

Abstract

Priming methods involve showing a stimulus for a short amount of time (the prime), followed by a second stimulus (the target), which children are asked to perform some operation on. If there is a strong association between the prime and target for a particular child, then the operation on the target will be facilitated by the presence of the prime. This paper describes a project in which priming methods are used to add to our understanding of strategy development for simple addition problems. Children were asked to complete two activities; a priming trial designed to demonstrate priming effects for doubling, and a set of addition problems where participants were asked to explain how they arrived at their answers. Approximately half of the participants used counting strategies (count-on from first, count-on from smallest), while half used non-counting strategies (decomposition, tie or retrieval). Results indicate that a priming effect for doubling relationships but only for the group of children using non-counting strategies. This result could help to explain the relationship between the development of number knowledge and the development of new strategies.
Translated title of the contributionThe relationship between number knowledge and strategy use: what we can learn from the priming paradigm
Original languageEnglish
Title of host publicationBritish Society for Research into Learning Mathematics, Loughborough University
EditorsM Joubert
Pages61 - 66
Number of pages6
Volume29
Publication statusPublished - Nov 2009

Bibliographical note

Conference Proceedings/Title of Journal: Proceedings of the British Society for Research into Learning Mathematics
Conference Organiser: BSRLM

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