# Engineering Mathematics Through Applications

Industrial Press Inc., 2003 - Mathematics - 830 pages
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.
• Provides complete detailed solutions to carefully selected exercises that reinforce the text, making it ideal an ideal self-study guide.
• Written in a chatty, user-friendly manner that will help motivate the reader.
• For those who might need it, an optional introductory refresher chapter covering indices, fractions, decimals, percentages and ratios is offered.
• Contains calculator and mathematical software examples and exercises.

### What people are saying -Write a review

User Review - Flag as inappropriate

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 Copyright