Solution Manual to Engineering Mathematics |
Contents
Chapter Pages 1 Complex Numbers 1 1 1 80 | 1-45 |
Theory of Equations and Curve Fitting 2 12 53 | 2-19 |
Determinants and Matrices 3 1 3 96 | 3-27 |
Analytical Solid Geometry 4 1 4 | 4-113 |
Partial Differentiation 5 15 86 | 5-1 |
Multiple Integrals 6 16 74 | 6-1 |
Vector Algebra 7 1 7 30 | 7-7 |
Vector Calculus 8 18 62 | 8-5 |
Applications of Partial Differential Equations 17 1 17 53 | 17-17 |
The Laplace Transforms 18 1 18 44 | 18-3 |
Functions of a Complex Variable 19 119 55 | 19-19 |
Integral Transforms 20 120 7 | 20-7 |
Statistics and Probability 21 1 21 108 | 21-1 |
Finite Differences and Numerical Methods 22 122 99 | 22-75 |
ZTransforms 23 1 23 8 | 23-2 |
The Numerical Solution of Ordinary Differential Equations 24 124 49 | 24-3 |
Infinite Series 9 19 48 | 9-9 |
Fourier Series 10 110 36 | 10-10 |
FirstOrder Differential Equations 11 1 11 64 | 12-11 |
Linear Differential Equations 13 1 13 48 | 13-13 |
Applications of Linear Differential Equations 14 1 14 35 | 14-3 |
Special Functions and the Series Solution of Differential Equations 15 115 57 | 15-3 |
Partial Differential Equations 16 116 40 | 16-3 |
The Numerical Solution of Partial Differential Equations 25 125 31 | 25-25 |
Curvilinear Coordinates 26 126 3 | 25-37 |
Tensor Analysis 27 127 10 | 27-7 |
Virtual Work 28 1 28 12 | 28-2 |
Appendices i ix | i |
Common terms and phrases
adding angle c₁ c₂ changing circle Comparing cone Consider constant convergent cos² cosh curve distance divergent Dividing dx dy dy dx dy dz ends Expanding Find Find the equation function Given differential equation given equation given series gives Hence Integrating intersection length limits Multiplying nx dx Operating partially passes perpendicular plane Prove R₁ radius reduces region required solution roots Show sides Similarly sin x sin² sinh solution is given Solve sphere Squaring surface Take term TEST YOUR KNOWLEDGE values varies vector y²+z² α α ηπ ди ди ди ду дх дх ду Эх