Taylor's Library

Normal view MARC view ISBD view

Engineering mathematics / John Bird.

By: Bird, J. O.
Publisher: Oxford : Newnes, 2001Edition: 3rd ed.Description: xii, 493 p. : ill. ; 25 cm.ISBN: 0750649909 (pbk.).Subject(s): Engineering mathematics -- Problems, exercises, etc | Engineering mathematicsDDC classification: 620.00151
Contents:
Preface. - Part I. Number and Algebra. - 1. Revision of fractions, decimals and percentages. - 2. Indices and standard form. - 3. Computer numbering systems. - 4. Calculations and evaluation of formulae. - 5. Alebra. - 6. Further algebra. 7. Partial fractions. - 8. Simple equations. - 9. Simultaneous equations. - 10. Transposition of formulae. - 11. Quadratic equations. - 12. Logarithms. - 13. Exponential functions. - 14. Number sequences. - 15. The binomial series. - 16. Solving equations by iterative methods. - Part II. Mensuration. - 17. Areas of plane figures. - 18. The circle and its properties. - 19. Volumes and surface areas of common solids. - 20. Irregular areas and volumes and mean values of waveforms. - Part III. - 21. Introduction to trigonometry. - 22. Trigonometric waveforms. - 23. Cartesian and polar co-ordinates. - 24 Triangles and some pratical applications. - 25. Trigonometric identities and equations. - 26. Compound angles. - Part IV. Graphs. - 27. Straight line graphs. - 28. Reduction of non-linear laws to linear form. - 29. Graphs with logarithmic scales. - 30. Graphical solution of equations. - 31. Functions and their curves.
- Part V. Vectors. - 32. Vectors. - 33. Combination of waveforms. - Part VI. Complex Numbers. - 34. Complex Numbers. - 35. De Moivre's theorem. - Part VII. Statistics. 36. Presentation of statistical data. - 37. Measures of central tendency and dispersion. - 38. Probability. - 39. The binomial and Poisson distribution. - 40. The normal distribution. 41. Linear correlation. - 42. Linear regression. - 43. Sampling and estimation theories. - Part VIII. Differential Calculus. - 44. Introduction to differentiation. - 45. Methods of differentiation. - 46. Some applications of differentiation. - Part VIIII. Integral Calculus. - 47.Standard integration. - 48. Integration using algebraic substitutions. - 49. Integration using trigonometric substitutions. - 50. Integration using partial fractions. - 51. The t = substitution. - 52. Integration by parts. - 53. Numerical integration. - 54. Areas under and between curves. - 55. Mean and root mean square values. - 56. Volumes of solids of revolution. - 57. Centroids of simple shapes. - 58. Second moments of area. - Answers to multiple choice questions. - Index.
Item type Current location Shelf location Call number Copy number Status Notes Date due Barcode
Main Collection Taylor's Library-TU

Floor 4, Shelf 19 , Side 1, TierNo 3, BayNo 2

 620.00151 BIR (Browse shelf) 1 Available SOExx,07016,03,GR 5000085074
Main Collection Taylor's Library-TU

Floor 4, Shelf 19 , Side 1, TierNo 2, BayNo 1

 620.00151 BIR (Browse shelf) 1 Available SOExx,07016,03,GR 5000065124
Main Collection Taylor's Library-TU
620.00151 BIR (Browse shelf) 1 Available SOExx,07016,03,GR 5000065123
Main Collection Taylor's Library-TU

Floor 4, Shelf 19 , Side 1, TierNo 2, BayNo 1

 620.00151 BIR (Browse shelf) 1 Available SOExx,07016,03,GR 5000065125

First published 1989.

Includes index.

Preface. - Part I. Number and Algebra. - 1. Revision of fractions, decimals and percentages. - 2. Indices and standard form. - 3. Computer numbering systems. - 4. Calculations and evaluation of formulae. - 5. Alebra. - 6. Further algebra. 7. Partial fractions. - 8. Simple equations. - 9. Simultaneous equations. - 10. Transposition of formulae. - 11. Quadratic equations. - 12. Logarithms. - 13. Exponential functions. - 14. Number sequences. - 15. The binomial series. - 16. Solving equations by iterative methods. - Part II. Mensuration. - 17. Areas of plane figures. - 18. The circle and its properties. - 19. Volumes and surface areas of common solids. - 20. Irregular areas and volumes and mean values of waveforms. - Part III. - 21. Introduction to trigonometry. - 22. Trigonometric waveforms. - 23. Cartesian and polar co-ordinates. - 24 Triangles and some pratical applications. - 25. Trigonometric identities and equations. - 26. Compound angles. - Part IV. Graphs. - 27. Straight line graphs. - 28. Reduction of non-linear laws to linear form. - 29. Graphs with logarithmic scales. - 30. Graphical solution of equations. - 31. Functions and their curves.

- Part V. Vectors. - 32. Vectors. - 33. Combination of waveforms. - Part VI. Complex Numbers. - 34. Complex Numbers. - 35. De Moivre's theorem. - Part VII. Statistics. 36. Presentation of statistical data. - 37. Measures of central tendency and dispersion. - 38. Probability. - 39. The binomial and Poisson distribution. - 40. The normal distribution. 41. Linear correlation. - 42. Linear regression. - 43. Sampling and estimation theories. - Part VIII. Differential Calculus. - 44. Introduction to differentiation. - 45. Methods of differentiation. - 46. Some applications of differentiation. - Part VIIII. Integral Calculus. - 47.Standard integration. - 48. Integration using algebraic substitutions. - 49. Integration using trigonometric substitutions. - 50. Integration using partial fractions. - 51. The t = substitution. - 52. Integration by parts. - 53. Numerical integration. - 54. Areas under and between curves. - 55. Mean and root mean square values. - 56. Volumes of solids of revolution. - 57. Centroids of simple shapes. - 58. Second moments of area. - Answers to multiple choice questions. - Index.