Start Date

4-9-2023 10:45 AM

End Date

4-9-2023 11:45 AM

Subjects

Difficulty level, Year 3, Mathematics teaching, Rubrics, Mathematical concepts, Mathematical thinking, Year 3, Primary school students

Comments

This paper will be presented by Greta Rollo from ACER on behalf of Alison Hall.

Abstract

This paper explores the planned use of challenging mathematical tasks. These tasks provide the opportunity for students to improve mathematical thinking by working on problems that they do not yet know how to answer. This research involved a heterogeneous class of year 3 students from a Catholic parish primary school in the northern suburbs of Melbourne. A rubric was also developed to use in conjunction with these tasks, to support discussions with students, broaden their strategies in finding solutions and thereby improve their conceptual understanding. These pedagogical approaches were found to support the improvement of both students’ conceptual understanding in mathematics and teachers’ reflective practice.

Place of Publication

Melbourne, Australia

Publisher

Australian Council for Educational Research

ISBN

978-1-74286-715-1

DOI

https://doi.org/10.37517/978-1-74286-715-1-12

Geographic Subject

Australia, Victoria, Australia

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Sep 4th, 10:45 AM Sep 4th, 11:45 AM

Mathematical mindsets: Fostering student engagement and positive mindsets through the use of challenging tasks

This paper explores the planned use of challenging mathematical tasks. These tasks provide the opportunity for students to improve mathematical thinking by working on problems that they do not yet know how to answer. This research involved a heterogeneous class of year 3 students from a Catholic parish primary school in the northern suburbs of Melbourne. A rubric was also developed to use in conjunction with these tasks, to support discussions with students, broaden their strategies in finding solutions and thereby improve their conceptual understanding. These pedagogical approaches were found to support the improvement of both students’ conceptual understanding in mathematics and teachers’ reflective practice.

 

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