Basic Engineering Mathematics 5th edition by John Bird in pdf

 Basic Engineering Mathematics by John Bird in pdf

this is the book Basic Engineering Mathematics in pdf written  by John Bird published by Routledge.2010 of professors of  science faculties  universities  .

   

Information about the book

Language of the book: English language

Book Title: Basic Engineering Mathematics 5th edition

Scriptwriter: by John Bird

Year of printing:  Routledge.2010

File Format:PDF

Number of chapters: 66 CHAPTER

Number of pages: 617 pages

File Size: 16,23 MB

Contents

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 

18 Areas of common shapes 

19 The circle 

20 Volumes and surface areas of common solids

21 Irregular areas and volumes and mean values

of waveforms 

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

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 

33 Complex numbers 

34 De Moivre’s theorem 

35 Vectors 

36 Methods of adding alternating waveforms 

37 Presentation of statistical data 

38 Measures of central tendency and dispersion 

39 Probability

40 The binomial and Poisson distributions 

41 The normal distribution 

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 

48 Standard integration 

49 Integration using algebraic substitutions 

50 Integration using trigonometric substitutions 

51 Integration using partial fractions 

52 The t = tan θ

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 

60 Boolean algebra and logic circuits

61 The theory of matrices and determinants 

62 The solution of simultaneous equations by

matrices and determinants 

63 Introduction to differential equations 

64 Linear correlation 

65 Linear regression 

66 Sampling and estimation theories

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