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Engineering mathematics / John Bird.
Publication details: Oxford : Newnes/Elsevier, 2010.Edition: 6th edDescription: xiii, 596 p. ; 27 cmISBN:- 9780080965628 (pbk.)
- TA330 .B57 2010
Contents:
Section 1 NUMBER AND ALGEBRA -- 1. Revision of fractions, decimals and percentages -- 2. Indices, standard form and engineering notation -- 3. Binary, octal and hexadecimal -- 4. Calculations and evaluation of formulae -- 5. Algebra -- 6. Further algebra -- 7. Partial fractions -- 8. Solving simple equations -- 9. Solving simultaneous equations -- 10. Transposition of formulae -- 11. Solving quadratic equations -- 12. Inequalities -- 13. Logarithms -- 14. Exponential functions -- 15. Number sequences -- 16.The binomial series -- 17. Solving equations by iterative methods -- Section 2 AREAS AND VOLUMES -- 18. Areas of common shapes -- 19. The circle -- 20. Volumes and surface areas of common solids -- 21. Irregualar areas and volumes and mean values of waveforms -- Section 3 TRIGONOMETRY -- 22. Introduction to trigonometry -- 23. Trigonometric waveforms -- 24. Cartesian and polar co-ordinates -- 25. Triangles and some practical applications -- 26. Trigonometric identities and equations -- 27. Compound angles -- Section 4 GRAPHS -- 28. Straight line graphs -- 29. Reduction of non-linear laws to linear form -- 30. Graphs with logarithmic scales -- 31. Graphical solution of equations -- 32. Functions and their curves -- Section 5 COMPLEX NUMBERS -- 33. Complex numbers -- 34. De Moivre’s theorem -- Section 6 VECTORS -- 35. Vectors -- 36. Methods of adding alternating waveforms -- Section 7 STATISTICS -- 37. Presentation of statistical data -- 38. Measures of central tendency and dispersion -- 39. Probability -- 40. The binomial and Poisson distribution -- 41. The normal distribution -- Section 8 DIFFERENTIAL CALCULUS -- 42. Introduction to differentiation -- 43. Methods of differentiation -- 44. Some applications of differentiation -- 45. Differentiation of parametric equations -- 46. Differentiation of implicit functions -- 47. Logarithmic differentiation -- Section 9 INTEGRAL CALCULUS -- 48. Standard integration -- 49. Integration using algebraic substitutions -- 50. Integration using trigonometric substitutions -- 51. Integration using partial fractions -- 52. The t = tan theta/2 substitution -- 53. Integration by parts -- 54. Numerical integration -- 55. Areas under and between curves -- 56. Mean and root mean square values -- 57. Volumes of solids of revolution -- 58. Centroids of simple shapes -- 59. Second moments of area -- Section 10 FURTHER NUMBER AND ALGEBRA -- 60. Boolean algebra and logic circuits -- 61. The theory of matrices and determinants -- 62. The solution of simultaneous equations by matrices and determinants -- Section 11 DIFFERENTIAL EQUATIONS -- 63. Introduction to differential equations -- 64. Linear correlation -- 65. Linear regression -- 66. Sampling and estimation theories.
| Item type | Current library | Home library | Shelving location | Call number | Status | Date due | Barcode | |
|---|---|---|---|---|---|---|---|---|
Books
|
American University in Dubai | American University in Dubai | Main Collection | TA 330 .B57 2010 (Browse shelf(Opens below)) | Available | 5007896 |
Browsing American University in Dubai shelves, Shelving location: Main Collection Close shelf browser (Hides shelf browser)
| TA 219 .D45 2009 Beyond failure : forensic case studies for civil engineers / | TA329 2024 Square foot costs with RSMeans data, 2024 / | TA 330 Probability, statistics, and reliability for engineers and scientists / | TA 330 .B57 2010 Engineering mathematics / | TA330.G74 2014 C1 Advanced engineering mathematics / | TA330.G74 2014 C2 Advanced engineering mathematics / | TA 330 .I64 2001 Introduction to engineering design & problem solving / |
Previous ed.: 2007.
Includes index.
Section 1 NUMBER AND ALGEBRA -- 1. Revision of fractions, decimals and percentages -- 2. Indices, standard form and engineering notation -- 3. Binary, octal and hexadecimal -- 4. Calculations and evaluation of formulae -- 5. Algebra -- 6. Further algebra -- 7. Partial fractions -- 8. Solving simple equations -- 9. Solving simultaneous equations -- 10. Transposition of formulae -- 11. Solving quadratic equations -- 12. Inequalities -- 13. Logarithms -- 14. Exponential functions -- 15. Number sequences -- 16.The binomial series -- 17. Solving equations by iterative methods -- Section 2 AREAS AND VOLUMES -- 18. Areas of common shapes -- 19. The circle -- 20. Volumes and surface areas of common solids -- 21. Irregualar areas and volumes and mean values of waveforms -- Section 3 TRIGONOMETRY -- 22. Introduction to trigonometry -- 23. Trigonometric waveforms -- 24. Cartesian and polar co-ordinates -- 25. Triangles and some practical applications -- 26. Trigonometric identities and equations -- 27. Compound angles -- Section 4 GRAPHS -- 28. Straight line graphs -- 29. Reduction of non-linear laws to linear form -- 30. Graphs with logarithmic scales -- 31. Graphical solution of equations -- 32. Functions and their curves -- Section 5 COMPLEX NUMBERS -- 33. Complex numbers -- 34. De Moivre’s theorem -- Section 6 VECTORS -- 35. Vectors -- 36. Methods of adding alternating waveforms -- Section 7 STATISTICS -- 37. Presentation of statistical data -- 38. Measures of central tendency and dispersion -- 39. Probability -- 40. The binomial and Poisson distribution -- 41. The normal distribution -- Section 8 DIFFERENTIAL CALCULUS -- 42. Introduction to differentiation -- 43. Methods of differentiation -- 44. Some applications of differentiation -- 45. Differentiation of parametric equations -- 46. Differentiation of implicit functions -- 47. Logarithmic differentiation -- Section 9 INTEGRAL CALCULUS -- 48. Standard integration -- 49. Integration using algebraic substitutions -- 50. Integration using trigonometric substitutions -- 51. Integration using partial fractions -- 52. The t = tan theta/2 substitution -- 53. Integration by parts -- 54. Numerical integration -- 55. Areas under and between curves -- 56. Mean and root mean square values -- 57. Volumes of solids of revolution -- 58. Centroids of simple shapes -- 59. Second moments of area -- Section 10 FURTHER NUMBER AND ALGEBRA -- 60. Boolean algebra and logic circuits -- 61. The theory of matrices and determinants -- 62. The solution of simultaneous equations by matrices and determinants -- Section 11 DIFFERENTIAL EQUATIONS -- 63. Introduction to differential equations -- 64. Linear correlation -- 65. Linear regression -- 66. Sampling and estimation theories.
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