What's in the box:

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The third edition fully covers both Core and Extended content through the spiral approach, where students build on their previous learning as they progress through the course. In addition to a wealth of practice questions and support for English as a second language learners, we have included a number of projects to encourage students to put their theory into practice provided by NRICH a collaboration between the Faculties of Mathematics and Education at the University of Cambridge. Answers are available on Cambridge GO.

• Written by an experienced author and teaching team, who have written the previous first and second editions.

• Covers both Core and Extended parts of the syllabus in one book to help with differentiation in the classroom, with Extended content clearly signposted.

• Mathematical connections feature boxes help learners make connections across different topics whilst working through the chapters of the book.

• Investigation activities encourage students to extend their learning by investigating a real-life example, or by discussing it with classmates.

• New Project activities created by NRICH help students put their learning into practice and develop their problem solving and collaboration skills.

• Clear worked examples with visual representations aid learning of challenging areas.

• A wealth of practice questions help students develop key mathematical skills and help prepare for assessment.

• Support for English as a second language learners with defined key terms and a clear language of instruction.

• Answers are available on Cambridge GO.

  Tables Of Contents.

  • Introduction
  • 1. Review of number concepts
  • 2. Making sense of algebra
  • 3. Lines, angles and shapes
  • 4. Collecting, organising and displaying data
  • 5. Fractions, percentages and standard form
  • 6. Equations, factors and formulae
  • 7. Perimeter, area and volume
  • 8. Introduction to probability
  • 9. Sequences, surds and sets
  • 10. Straight lines and quadratic equations
  • 11. Pythagoras' theorem and similar shapes
  • 12. Averages and measures of spread
  • 13. Understanding measurement
  • 14. Further solving of equations and inequalities
  • 15. Scale drawings, bearings and trigonometry
  • 16. Scatter diagrams and correlation
  • 17. Managing money
  • 18. Curved graphs
  • 19. Symmetry
  • 20. Histograms and cumulative frequency diagrams
  • 21. Ratio, rate and proportion
  • 22. More equations, formulae and functions
  • 23. Transformations and vectors
  • 24. Probability using tree diagrams and Venn diagrams
  • Answers
  • Glossary.