Advanced level mathematics : pure and applied / C.J. Tranter, C.G. Lambe.

By:

Tranter, C. J

Contributor(s):

Lambe, Cyril G

Material type:

TextPublication details: London : Hodder and Stoughton, 1979.Edition: Fourth editionDescription: xii, 630 pages. 22cmISBN:

0340242027

Subject(s):

Mathematics -- Study and teaching (Secondary)

LOC classification:

QA39 .2

Contents:

1. Indices and logarithms. Quadratic equations. The remainder theorem. Undetermined coefficients 2. Arithmetical and geometrical progressions. Permutation and combinations. The binomial theorem. Partial fractions 3. Addition formulae. Trigonometrical equations. Small angles. 4. Relations between the sides and angels of a triangle. The solution of triangles 5. The coordinate geometry of the straight line 6. Vectors and complex numbers 7. The differential calculus 8. Some application of the differential calculus 9. The integral calculus 10. Some applications of the calculus 11. The logarithm and exponential functions. Expansions 12. Elementary differential equations 13. Elementary coordinate geometry of the circle, parabola, ellipse and hyperbola 14. The equilibrium of a rigid body 15. Solution of some problems in statics 16. Motion in a straight line 17. Motion in a plane 18. Newton's power work energy 19. Impulse. Impact. Units 20. Motion in a circle 21. Simple harmonic motion. Motion about an Axis 22. Matrices 23. Statistics Answers to the exercises Index

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With answers.
Previous edition: London : English Universities Press, 1973.
Includes index.

1. Indices and logarithms. Quadratic equations. The remainder theorem. Undetermined coefficients
2. Arithmetical and geometrical progressions. Permutation and combinations. The binomial theorem. Partial fractions
3. Addition formulae. Trigonometrical equations. Small angles.
4. Relations between the sides and angels of a triangle. The solution of triangles
5. The coordinate geometry of the straight line
6. Vectors and complex numbers
7. The differential calculus
8. Some application of the differential calculus
9. The integral calculus
10. Some applications of the calculus
11. The logarithm and exponential functions. Expansions
12. Elementary differential equations
13. Elementary coordinate geometry of the circle, parabola, ellipse and hyperbola
14. The equilibrium of a rigid body
15. Solution of some problems in statics
16. Motion in a straight line
17. Motion in a plane
18. Newton's power work energy
19. Impulse. Impact. Units
20. Motion in a circle
21. Simple harmonic motion. Motion about an Axis
22. Matrices
23. Statistics
Answers to the exercises
Index

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