Advanced mathematics : a pure course
Perkins
Advanced mathematics : a pure course / Perkins - London : Unwin Hyman, 1987 - xii, 654 p.
includes index
1. Real numbers and their properties
2. Functions and graphs
3. Polynomials and equations
4. The calculator and numerical work
5. Limits and differentiation
6. Introduction to integration
7. Elementary trigonometry
8. Trigonometry of triangles
9. Vectors
10. Further differentiation
11. Trigonometric functions
12. Permutations and combinations
13. Series and the binomial theorem
14. Graphs and parameters
15. Coordinate geometry
16. Inequalities
17. Mathematical reasoning
18. Some functions and their properties
19. Exponential and logarithmic functions
20. Methods of integration
21. Vectors and scalar product
22. Series and expansions
23. Some numerical methods
24. Differential equations
25. Further coordinate geometry
26. Complex numbers
0713528214
Mathematics
510 / P448
Advanced mathematics : a pure course / Perkins - London : Unwin Hyman, 1987 - xii, 654 p.
includes index
1. Real numbers and their properties
2. Functions and graphs
3. Polynomials and equations
4. The calculator and numerical work
5. Limits and differentiation
6. Introduction to integration
7. Elementary trigonometry
8. Trigonometry of triangles
9. Vectors
10. Further differentiation
11. Trigonometric functions
12. Permutations and combinations
13. Series and the binomial theorem
14. Graphs and parameters
15. Coordinate geometry
16. Inequalities
17. Mathematical reasoning
18. Some functions and their properties
19. Exponential and logarithmic functions
20. Methods of integration
21. Vectors and scalar product
22. Series and expansions
23. Some numerical methods
24. Differential equations
25. Further coordinate geometry
26. Complex numbers
0713528214
Mathematics
510 / P448
