Abstract

Mathematical knowledge and skills are crucial to success in academics and the workplace. The Common Core State Standards emphasizes fraction teaching and learning in elementary school. This mixed-method study explores fraction concept understanding among 14 deaf and hard of hearing participants between the ages of 8 and 16, as quantitatively measured by their ability to describe the properties of fractional numbers, convert between fractional numbers and their visual representations, and determine the order and equivalence of fractional numbers. Furthermore, the qualitative study was supplemented by interviews with the deaf participants and surveys with their parents and teachers to examine use of mathematical fraction concepts in the student participant's experience, at home and in the classroom. Results indicated a strong understanding of fractional magnitude/size when comparing two fractions; however, putting several fractions in order from the smallest to the largest was a struggle for the participants. The findings also support the call for increased incidental learning opportunities between deaf and hard of hearing children and their parents along with increased use of practical applications of fractional numbers, and additional training for teachers who teach fractions to deaf students.

Highlights

  • “understanding fractions is central to subsequent mathematics learning, [and] early knowledge of fractions is highly predictive of much later mathematics achievement”

  • Given that having a basic understanding of fractions is a crucial building block of learning mathematics, it seems prudent to revisit the fraction curriculum and to make some recommendations for improvement

  • 3) Students were able to rank fractions in order: Ranking fractions using word descriptions resulted in 21 % accuracy

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Summary

Introduction

A., & Schneider, M (2011) shows that “early knowledge in [fraction and long division] were absolutely crucial to later learning of more advanced mathematics, but did not have any evidence until now.”. “understanding fractions is central to subsequent mathematics learning, [and] early knowledge of fractions is highly predictive of much later mathematics achievement” Given that having a basic understanding of fractions is a crucial building block of learning mathematics, it seems prudent to revisit the fraction curriculum and to make some recommendations for improvement

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