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Cheng, Chen; Kibbe, Melissa M. – Cognitive Science, 2023
Young children with limited knowledge of formal mathematics can intuitively perform basic arithmetic-like operations over nonsymbolic, approximate representations of quantity. However, the algorithmic rules that guide such nonsymbolic operations are not entirely clear. We asked whether nonsymbolic arithmetic operations have a function-like…
Descriptors: Young Children, Mathematics Skills, Arithmetic, Problem Solving
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Kirkland, Patrick K.; McNeil, Nicole M. – Cognitive Science, 2021
Mathematics word problems provide students with an opportunity to apply what they are learning in their mathematics classes to the world around them. However, students often neglect their knowledge of the world and provide nonsensical responses (e.g., they may answer that a school needs 12.5 buses for a field trip). This study examined if the…
Descriptors: Middle School Students, Mathematics Tests, Test Construction, Word Problems (Mathematics)
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Cohen, Dale J.; Blanc-Goldhammer, Daryn; Quinlan, Philip T. – Cognitive Science, 2018
Current understanding of the development of quantity representations is based primarily on performance in the number-line task. We posit that the data from number-line tasks reflect the observer's underlying representation of quantity, together with the cognitive strategies and skills required to equate line length and quantity. Here, we specify a…
Descriptors: Mathematical Models, Mathematics Skills, Problem Solving, Mathematical Concepts
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Rafferty, Anna N.; Jansen, Rachel A.; Griffiths, Thomas L. – Cognitive Science, 2020
Online educational technologies offer opportunities for providing individualized feedback and detailed profiles of students' skills. Yet many technologies for mathematics education assess students based only on the correctness of either their final answers or responses to individual steps. In contrast, examining the choices students make for how…
Descriptors: Computer Assisted Testing, Mathematics Tests, Mathematics Skills, Student Evaluation
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DeWolf, Melissa; Son, Ji Y.; Bassok, Miriam; Holyoak, Keith J. – Cognitive Science, 2017
Why might it be (at least sometimes) beneficial for adults to process fractions componentially? Recent research has shown that college-educated adults can capitalize on the bipartite structure of the fraction notation, performing more successfully with fractions than with decimals in relational tasks, notably analogical reasoning. This study…
Descriptors: Priming, Multiplication, Number Concepts, Fractions
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Dixon, James A.; Bangert, Ashley S. – Cognitive Science, 2004
People spontaneously discover new representations during problem solving. Discovery of a mathematical representation is of special interest, because it shows that the underlying structure of the problem has been extracted. In the current study, participants solved gear-system problems as part of a game. Although none of the participants initially…
Descriptors: Problem Solving, Mathematics, Mathematical Aptitude, Mathematics Skills