Cambridge IGCSE® Mathematics Core and Extended Coursebook

Cambridge IGCSE® Mathematics: syllabus 0580. Edizione valida per sostenere gli esami a partire dal 2020. Scopo di questa serie è promuovere la comprensione approfondita dei concetti matematici, aiutando gli studenti a sviluppare le proprie critical thinking skill.

This Cambridge IGCSE® Mathematics Core and Extended series has been authored to meet the requirements of the Cambridge IGCSE® Mathematics syllabus (0580/0980), for first examination from 2020. This second edition of Cambridge IGCSE® Mathematics Core and Extended Coursebook offers complete coverage of the Cambridge IGCSE Mathematics (0580/0980) syllabus. It contains detailed explanations and clear worked examples, followed by practice exercises to allow students to consolidate the required mathematical skills. The coursebook offers opportunities for checking prior knowledge before starting a new chapter and testing knowledge with end-of-chapter and exam-practice exercises. Core and Extended materials are presented within the same book and are clearly signposted to allow students to see the range of mathematics required for study at this level. Answers are at the back of the book.

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