» Articles » PMID: 24973137

Young Children Bet on Their Numerical Skills: Metacognition in the Numerical Domain

Overview
Journal Psychol Sci
Specialty Psychology
Date 2014 Jun 29
PMID 24973137
Citations 30
Authors
Affiliations
Soon will be listed here.
Abstract

Metacognition, the ability to assess one's own knowledge, has been targeted as a critical learning mechanism in mathematics education. Yet the early childhood origins of metacognition have proven difficult to study. Using a novel nonverbal task and a comprehensive set of metacognitive measures, we provided the strongest evidence to date that young children are metacognitive. We showed that children as young as 5 years made metacognitive "bets" on their numerical discriminations in a wagering task. However, contrary to previous reports from adults, our results showed that children's metacognition is domain specific: Their metacognition in the numerical domain was unrelated to their metacognition in another domain (emotion discrimination). Moreover, children's metacognitive ability in only the numerical domain predicted their school-based mathematics knowledge. The data provide novel evidence that metacognition is a fundamental, domain-dependent cognitive ability in children. The findings have implications for theories of uncertainty and reveal new avenues for training metacognition in children.

Citing Articles

How attention and working memory work together in the pursuit of goals: The development of the sampling-remembering trade-off.

Blaser E, Kaldy Z Dev Rev. 2025; 75.

PMID: 39990591 PMC: 11845231. DOI: 10.1016/j.dr.2025.101187.


Children's confidence on mathematical equivalence and fraction problems.

Grenell A, Butts J, Levine S, Fyfe E J Exp Child Psychol. 2024; 246:106003.

PMID: 39043115 PMC: 11325391. DOI: 10.1016/j.jecp.2024.106003.


Understanding the social-emotional components of our "number sense": insights from a novel non-symbolic numerical comparison task.

Mielicki M, Mbarki R, Wang J Front Psychol. 2024; 15:1175591.

PMID: 38505363 PMC: 10948494. DOI: 10.3389/fpsyg.2024.1175591.


The benefits of a metacognitive lesson on children's understanding of mathematical equivalence, arithmetic, and place value.

Fyfe E, Byers C, Nelson L J Educ Psychol. 2023; 114(6):1292-1306.

PMID: 37143615 PMC: 10153571. DOI: 10.1037/edu0000715.


Age-related decreases in global metacognition are independent of local metacognition and task performance.

McWilliams A, Bibby H, Steinbeis N, David A, Fleming S Cognition. 2023; 235:105389.

PMID: 36764048 PMC: 10632679. DOI: 10.1016/j.cognition.2023.105389.


References
1.
Galvin S, Podd J, Drga V, Whitmore J . Type 2 tasks in the theory of signal detectability: discrimination between correct and incorrect decisions. Psychon Bull Rev. 2004; 10(4):843-76. DOI: 10.3758/bf03196546. View

2.
Balcomb F, Gerken L . Three-year-old children can access their own memory to guide responses on a visual matching task. Dev Sci. 2008; 11(5):750-60. DOI: 10.1111/j.1467-7687.2008.00725.x. View

3.
Kelly K, Metcalfe J . Metacognition of emotional face recognition. Emotion. 2011; 11(4):896-906. DOI: 10.1037/a0023746. View

4.
Borkowski J . Metacognitive theory: a framework for teaching literacy, writing, and math skills. J Learn Disabil. 1992; 25(4):253-7. DOI: 10.1177/002221949202500406. View

5.
Koriat A, Ackerman R . Choice latency as a cue for children's subjective confidence in the correctness of their answers. Dev Sci. 2010; 13(3):441-453. DOI: 10.1111/j.1467-7687.2009.00907.x. View