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.
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.
Fully endorsed by University of Cambridge International Examinations.
Cambridge IGCSE encourages learner-centred and enquiry-based approaches to learning. It develops learners' skills in creative thinking, enquiry and problem solving, giving learners excellent preparation for the next stage in their education.
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