Oxford University Press
Oxford Smart Mosaic: Teacher Handbook 3 eBook
Oxford Smart Mosaic: Teacher Handbook 3 eBook
US$ 160.68
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Description
Contents
Reviews

Part of the Oxford Smart Curriculum Service, the Oxford Smart Mosaic Teacher Handbook 3 supports specialists and non-specialists alike to deliver the KS3 curriculum coherently and with impact.

Designed around Series Editor Craig Barton's Learning Episode Model, the Teacher Handbook provides a responsive, step-by-step approach that can be easily followed and implemented, with minimal PD. Non-specialists are fully supported with a clear and consistent teaching and learning approach, which helps them to check prior learning, identify misconceptions, model key skills and provide opportunities for practice.

The Teacher Handbook contains comprehensive guidance on the delivery of all the content in Student Book 3. It includes additional guidance on pre-requisite knowledge and common misconceptions to support responsive teaching, guidance for effective explanations and how to develop learners mathematical thinking through example-problem pairs, and support with building the confidence and fluency of learners.

Answers for all questions and commentary for the problem-solving and reasoning questions are provided in the Teacher Handbook.

Language
English
ISBN
9781382035095
Contents
Introduction
Continuing Professional Development (CPD)
How to use this book
The Learning Episode
Reflect, Expect, Check, Explain (RECE) Framework
Dealing with misconceptions
Assessment Framework
1 Similarity and congruence
1.1 Notation and naming
1.2 Similarity
1.3 Congruence
1 Summary
2 Pythagoras' theorem
2.1 Introduction to Pythagoras' theorem
2.2 Finding the length of a hypotenuse
2.3 Finding lengths in right-angled triangles
2.4 Reasoning with right-angled triangles
2 Summary
3 Probability
3.1 Likelihood and randomness
3.2 Probability
3.3 Combined events
3 Summary
4 Non-linear sequences
4.1 Non-linear sequences
4.2 Geometric sequences
4.3 Other types of sequences
4 Summary
5 Expressions and formulae
5.1 The distributive law
5.2 The difference of two squares
5.3 Inverse operations
5.4 Changing the subject
5 Summary
6 Trigonometry
6.1 A different kind of proportionality
6.2 A different kind of measure
6.3 Using trigonometric ratios to find sides
6.4 Using trigonometric ratios to find angles
6 Summary
7 Standard form
7.1 Multiplying by powers of 10
7.2 Index notation
7.3 Large numbers in standard form
7.4 Small numbers in standard form
7 Summary
8 Graphical representations
8.1 Interpreting linear graphs
8.2 Modelling real-life situations graphically
8.3 Non-linear graphs
8.4 Direct and inverse proportion
8 Summary

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