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“Understanding Engineering Mathematics by Bill Cox, ISBN-13: 978-0750650984” has been added to your cart. View cart
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Hodder Cambridge Primary Maths Learner’s Book 2 Student Edition by Catherine Casey
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Home Mathematics Hodder Cambridge Primary Maths Learner’s Book 2 Student Edition by Catherine Casey, ISBN-13: 978-1471884337
How to Prove It
How to Prove It: A Structured Approach 3rd Edition by Daniel J. Velleman, ISBN-13: 978-1108439534 $50.00 Original price was: $50.00.$14.99Current price is: $14.99.
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Handbook of the Logic of Argument and Inference
Handbook of the Logic of Argument and Inference: The Turn Towards the Practical, ISBN-13: 978-0444506504 $50.00 Original price was: $50.00.$14.99Current price is: $14.99.

Hodder Cambridge Primary Maths Learner’s Book 2 Student Edition by Catherine Casey, ISBN-13: 978-1471884337

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SKU: hodder-cambridge-primary-maths-learners-book-2-student-edition-by-catherine-casey-isbn-13-978-1471884337 Category: Mathematics Tags: Catherine Casey, Hodder Cambridge Primary Maths Learner's Book 2 Student Edition by Catherine Casey, ISBN-10: 1471884333, ISBN-13: 978-1471884337
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Hodder Cambridge Primary Maths Learner’s Book 2 Student Edition by Catherine Casey, ISBN-13: 978-1471884337

[PDF eBook eTextbook]

  • Publisher: ‎ Hodder Education; Student edition (May 26, 2017)
  • Language: ‎ English
  • 160 pages
  • ISBN-10: ‎ 1471884333
  • ISBN-13: ‎ 978-1471884337

Endorsed by Cambridge International Examinations to support the full curriculum framework from 2011. Develop learners’ mathematical fluency, problem solving and reasoning skills using the mastery approach, with this series of Learner’s Books. – Introduce topics through engaging starter activities – Develop mathematical language with New Words and worked examples – Illustrate topics clearly and vividly with imaginative design and relatable characters – Build fluency and mathematical reasoning skills by exploring, clarifying, practising and then extending concepts to ensure learners master mathematical ideas – Enhance learners’ ability to apply their skills and solve non-routine mathematical problems, by ensuring they secure a deep conceptual understanding of the subject – Support learners of all abilities with Hints and Try this extension challenges – Secure knowledge with problem solving integrated throughout – Incorporates assessment for learning through self-check activities at the end of each unit.

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