Download Engineering Mathematics by Anthony Croft – E*ngineering Mathematics*Â is the leading undergraduate textbookÂ for Level 1 and 2 mathematics courses forÂ electrical and electronic engineering, systems and communications engineering students. It includes a basic mathematics review, along with all the relevant maths topics required for these engineering degrees.

Table of Contents

### Features – Engineering Mathematics by Anthony Croft

- Students see the application of the maths they are learning to their engineering degree through the bookâ€™s applications-focussed introduction to engineering mathematics, that integrates the two disciplines
- Provides the foundation and advanced mathematical techniques most appropriate to students of electrical, electronic, systems and communications engineering, including: algebra, trigonometry and calculus, as well as set theory, sequences and series, Boolean algebra, logic and difference equations
- Integral transform methods, including the Laplace, z and Fourier transforms are fully covered
- Students learn and test their understanding of mathematical theory and the application to engineering with a huge number of examples and exercises with solutions

### New to this edition

- NewÂ
**Engineering Example**Â showcase feature,Â covering an extensive range of modern applications, including music technology, electric vehicles, offshore wind power and PWM solar chargers - New mathematical sections on number bases, logs and indices, summation notation, the sinc x function, waves, polar curves and the discrete cosine transform
- New exercises and answers

### Table of contents

Preface

1.Review Of Algebraic Techniques

2.Engineering Functions

3.The Trigonometic Functions

4.Coordinate Systems

5.Discrete Mathematics

6.Sequences And Series

7.Vectors

8.Matrix Algebra

9.Complex Numbers

10.Differentiation

11.Techniques of Differentiation

12.Application of Differentiation

13.Integration

14.Techniques of Integration

15.Applications of Integration

16.Further Topics in Integration

17.Numerical Integration.

18.Taylor Polynomials, Taylor Series and Maclaurin Series.

19.Ordinary Differential Equations I

20.Ordinary Differential Equations II

21.The Laplace Transform

22.Difference Equations and the z Transform

23.Fourier Series

24.The Fourier Transform

25.Functions of Several Variables

26.Vector Calculus

27.Line Integrals and Multiple Integrals

28.Probability

29.Statistics and Probability Distributions

Appendix I Representing a continuous function and a sequence as a sum of weighted impulses

Appendix II The Greek alphabet

Appendix III SI units and prefixes

Appendix IV The binomial expansion of (n-N/n)^{n}