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Approaches to Learning and Teaching Mathematics

Approaches to Learning and Teaching Mathematics

Approaches to Learning and Teaching Mathematics

Edition:
1st Edition
Author:
Charlie Gilderdale, Alison Kiddle, Ems Lord, Becky Warren, Fran Watson
Published:
September 2017
Availability:
Available
Format:
Print
ISBN:
9781108406970

A subject-specific guide for teachers to supplement professional development and provide resources for lesson planning.

CAD$46.95
(S) CAD
Print

Overview

This Cambridge Elevate edition of Approaches to learning and teaching Mathematics is the result of close collaboration between Cambridge University Press and Cambridge International Examinations. Considering the local and global contexts when planning and teaching an international syllabus, the title presents ideas for Mathematics with practical examples that help put theory into context. This book is ideal support for those studying professional development qualifications or international PGCEs. Online tools for lesson planning are available to download below.

Features

  • Highly practical, this resource saves teacher-planning time with lesson ideas available to download from our supporting website.
  • Contains ideas for classroom activities, differentiation, active learning, reflective practice and formative assessment.
  • Presents ideas and practical examples in the context of Mathematics.
  • Gives examples based on recent pedagogical best practice and helps teachers put theory into practice.
  • Teachers benefit from the shared global insights of both Cambridge University Press and Cambridge Assessment International Education.
  • Authored by mathematics experts at NRICH, dedicated to developing mathematical thinking and problem-solving skills in meaningful contexts.
  • Cambridge Elevate editions are customisable and interactive, allowing teachers and students to annotate text, add audio notes and link to external sources.
  • Available online and on tablet devices through the Cambridge Elevate app.
  • Accessibility Information: The accessibility information of this publication is unknown.

Contents

  • 1. Introduction
  • 2. Purpose and context of the book
  • 3. The nature of Mathematics
  • 4. Key considerations
  • 5. Interpreting a syllabus
  • 6. Active learning
  • 7. Assessment to Learning
  • 8. Metacognition
  • 9. Language awareness
  • 10. Inclusive Education
  • 11. Teaching with digital technologies
  • 12. Global thinking
  • 13. Reflective practice and pathways
  • 14. Measuring Student Impact
  • 15. Recommended Reading
  • 16. Index.

Accessibility

  • Unknown accessibility: The accessibility information of this publication is unknown.

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