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Ib Skills: Mathematics – A Practical Guide: Hodder Education Group (Paperback)  | Released: 28-Nov-14

By: Ib Publishing (Author)   Publisher: Hodder Education

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From IB Publishing, in cooperation with Hodder Education. Help students to understand the key and related concepts and build the skills they need to reach the highest level of the assessment criteria. IB Skills is an innovative new series of resources for years 4 and 5 of the MYP. These... Read More

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Author:

Ib Publishing

Publisher Name:

Hodder Education

Language:

English

Binding:

(Paperback)

About The Book
From IB Publishing, in cooperation with Hodder Education. Help students to understand the key and related concepts and build the skills they need to reach the highest level of the assessment criteria. IB Skills is an innovative new series of resources for years 4 and 5 of the MYP. These resources aim to: - introduce students to key and related concepts that are relevant within and across the subject areas - develop interdisciplinary and disciplinary skills that are essential to the understanding of both concepts and subject content - help students to understand key features of the MYP-global contexts, approaches to learning (ATL), inquiry and reflection. These practical, subject-specific guides include a wide variety of topics designed to engage and motivate students. Each chapter in the books is designed to deepen conceptual understanding and to allow students to practice the skills that they will need to reach the highest level of the assessment criteria.Table of Contents: How to use this book 1. Introduction to IB Skills 2. Introducing key concept 1: form 3. Introducing key concept 2: logic 4. Introducing key concept 3: relationships 5. Change • Topic 1: Fine patterns of change • Topic 2: Infinite patterns of change • Topic 3: Financial mathematics 6. Equivalence • Topic 1: Equivalence, equality and congruence • Topic 2: Equivalence expressions and equivalent equations • Topic 3: Equivalent methods and forms 7. Generalization • Topic 1: Number investigations • Topic 2: Diagrams, terminology and notation • Topic 3: Transformations and graphs 8. Justification • Topic 1: Formal justifications in mathematics • Topic 2: Empirical justifications in mathematics • Topic 3: Empirical justifications using algebraic methods 9. Measurement • Topic 1: Making measurements • Topic 2: Related measurements • Topic 3: Using measurements to determine inaccessible measures 10.Model • Topic 1: Linear and quadratic functions • Topic 2: Regression models • Topic 3: Scale models 11.Pattern • Topic 1: Famous number pattern • Topic 2: Algebraic patterns • Topic 3: Applying number patterns 12. Quantity • Topic 1: Volumes, areas and perimeters • Topic 2: Trigonometry • Topic 3: Age problems 13. Representation • Topic 1: Points, lines and parabolas • Topic 2: Probability trees • Topic 3: Misrepresentation 14. Simplication • Topic 1: Simplifying algebraic and numeric expressions • Topic 2: Simplifying through formulas • Topic 3: Simplifying a problem 15. Space • Topic 1: Special points and lines in 2 D shapes • Topic 2: Mathematics and art • Topic 3: Volume and surface and surface area of 3D Shapes 16. System • Topic 1: The real number system • Topic 2: Geometric systems • Topic 3: Probability systems • Topic 2: Trigonometry