Engineering Mathematics for Semester I and II

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

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