Engineering Mathematics Through Applications

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Industrial Press Inc., 2003 - Mathematics - 830 pages
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Engineering Mathematics through Applications is a new reference and self-study guide for professionals and students which uses applications from a wide range of technical disciplines to help teach the subject and convey its relevance. The mathematics is developed through clear and easy step-by-step examples rather than formal proofs, and the mathematical theory is supported by the use of technology in solving real life engineering problems. The answers to all the questions are included within, while complete worked solutions are available on the accompanying website.
 

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An excellent book for all engineering mathematics students!

Contents

Numbers
12
Powers of 10
32
Ratios
48
Indices
66
Quadratic equations
86
Visualizing Engineering Formulae
99
Quadratics revisited
114
Further graphs 720
127
Optimization problems
320
Tangents and normals
335
Numerical solution of equations
351
Integration by substitution
368
Integration by parts
388
Engineering Applications of Integration
425
Further numerical integration
434
Engineering applications
442

Combinations of functions
150
Modulus function
163
Angles and graphs
177
Radians
192
Applications of identities
209
Logarithmic Exponential and Hyperbolic Functions
223
Applications of logarithms
241
Differentiation
257
Chain rule revisited
274
Parametric differentiation
291
Engineering Applications of Differentiation
307
Applications in mechanics
452
Complex Numbers
463
Matrices
507
Vectors
567
First Order Differential Equations
601
Second Order Linear Differential
656
Partial Differentiation
694
Probability and Statistics
726
Solutions
797
Standard Normal Distribution Table
821
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