Unpacking the practice of anticipating when learning ambitious mathematics teaching

The practice of anticipating has often been considered simply as predicting what responses students might come up with, but this study explores the complex and involved nature of anticipating in ambitious mathematics teaching. Based on analysis of nine co-planning sessions in a professional development program with a group of elementary mathematics teachers, two key dimensions of anticipating practice are identified. The first dimension relates to anticipating students’ responses, which involves anticipating students’ strategies, representations, and potential follow-up questions. The second dimension is anticipating students’ readiness for the task, and this involves considering students’ prior knowledge and skills and how to support all students’ learning and development. The findings highlight the importance of pedagogical reasoning in developing anticipating practice, and the study shows how teachers consider the interplay between the mathematical content, students, and instructional strategies.

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Publication Details

Journal
Mathematical Thinking and Learning
Published
2026-10-27
DOI
https://doi.org/10.1080/10986065.2026.2746917
Primary Topic
Mathematics Education and Teaching Techniques
Type
article
Field-Weighted Citation Impact
0.00
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article

Unpacking the practice of anticipating when learning ambitious mathematics teaching

Kjersti Wæge, Reidar Mosvold
Mathematical Thinking and Learning
Mathematics Education and Teaching Techniques
article

Unpacking the practice of anticipating when learning ambitious mathematics teaching

Kjersti Wæge, Reidar Mosvold
article en

Abstract

The practice of anticipating has often been considered simply as predicting what responses students might come up with, but this study explores the complex and involved nature of anticipating in ambitious mathematics teaching. Based on analysis of nine co-planning sessions in a professional development program with a group of elementary mathematics teachers, two key dimensions of anticipating practice are identified. The first dimension relates to anticipating students’ responses, which involves anticipating students’ strategies, representations, and potential follow-up questions. The second dimension is anticipating students’ readiness for the task, and this involves considering students’ prior knowledge and skills and how to support all students’ learning and development. The findings highlight the importance of pedagogical reasoning in developing anticipating practice, and the study shows how teachers consider the interplay between the mathematical content, students, and instructional strategies.

Mathematical Thinking and Learning
Norwegian University of Science and Technology (NO), University of Stavanger (NO)
Openalex Percentile: Top 3%
Mathematics Education and Teaching Techniques
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