Description

Book Synopsis
This solutions manual for Mathematics Higher Level for the IB Diploma contains approximately 1250 fully worked solutions to the colour-coded examination-style questions contained in the coursebook. The solutions manual details one method of solving the problem, with comments to give additional explanations where required.

Table of Contents
1. Counting principles; 2. Exponents and logarithms; 3. Polynomials; 4. Algebraic solutions; 5. The theory of functions; 6. Transformations of graphs; 7. Sequences and series; 8. Binomial expansion; 9. Circular measure and trigonometric functions; 10. Trigonometric equations and identities; 11. Geometry of triangles and circles; 12. Further trigonometry; 13. Vectors; 14. Lines and planes in space; 15. Complex numbers; 16. Basic differentiation and its applications; 17. Basic integration and its applications; 18. Further differentiation methods; 19. Further integration methods; 20. Further applications of calculus; 21. Summarising data; 22. Probability; 23. Discrete probability distributions; 24. Continuous distributions; 25. Mathematical induction; 26. Questions crossing chapters

Mathematics for the IB Diploma Higher Level

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      Description

      Book Synopsis
      This solutions manual for Mathematics Higher Level for the IB Diploma contains approximately 1250 fully worked solutions to the colour-coded examination-style questions contained in the coursebook. The solutions manual details one method of solving the problem, with comments to give additional explanations where required.

      Table of Contents
      1. Counting principles; 2. Exponents and logarithms; 3. Polynomials; 4. Algebraic solutions; 5. The theory of functions; 6. Transformations of graphs; 7. Sequences and series; 8. Binomial expansion; 9. Circular measure and trigonometric functions; 10. Trigonometric equations and identities; 11. Geometry of triangles and circles; 12. Further trigonometry; 13. Vectors; 14. Lines and planes in space; 15. Complex numbers; 16. Basic differentiation and its applications; 17. Basic integration and its applications; 18. Further differentiation methods; 19. Further integration methods; 20. Further applications of calculus; 21. Summarising data; 22. Probability; 23. Discrete probability distributions; 24. Continuous distributions; 25. Mathematical induction; 26. Questions crossing chapters

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