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The textbook on Engineering Mathematics has been created to provide an exposition of essential tools of engineering mathematics which forms the core of all branches of engineering – from aerospace engineering to electronics and from mechanical engineering to computer science – because it is believed that as engineering evolves and develops, mathematics forms the common foundation of all new disciplines.

Book Features:

- Problems derived from actual industrial situations presented with solutions
- Introduction to Infinite series, Fourier series, Laplace Transform, Differential and Integral Calculus with reference to applications in the field of engineering
- Pedagogy
- Solved examples: 700
- Drill and Practice problems: 1100
- Illustrations: 350

Table of Contents:

- Chapter 1: Matrix Algebra
- Chapter 2: Differential Calculus
- Chapter 3: Partial Differentiation
- Chapter 4: Maxima and Minima
- Chapter 5: Integral Calculus
- Chapter 6: Special Functions
- Chapter 7: Vector Differential and Integral Calculus
- Chapter 8: Infinite Series
- Chapter 9: Fourier Series
- Chapter 10: Differential Equations
- Chapter 11: Linear Differential Equations of Higher Order with Constant Coefficients
- Chapter 12: Solution of second order linear differential equations with variable coefficients Chapter 13: Series Solution
- Chapter 14: Partial Differential Equations
- Chapter 15: Application of Partial Differential Equations
- Chapter 16: Laplace Transform
- Appendix: Basic Formulae and Concepts