This book, designed for a two-semester course on Engineering Mathematics, presents concepts in adequate depth using step-by-step problem solving approach. Enriched with a plethora of solved examples, practice problems and engineering applications, it offers a unique combination of theory and practice in a lucid and user-friendly manner.
Includes application-based problems Jacobian, errors and approximation, maxima and minima under partial differential equations.
Questions from different university examination papers interspersed within the text.
Presents list of important formulae for quick recap.
Exhaustive Pedagogy includes:
1800 solved problems
2200 practice problems
Table of content :-
Chapter 1: Complex Numbers
Chapter 2: Differential Calculus I
Chapter 3: Differential Calculus II
Chapter 4: Partial Differentiation
Chapter 5: Infinite Series
Chapter 6: Integral calculus
Chapter 7: Gamma & Beta Functions
Chapter 8: Multiple Integrals
Chapter 9: Vector Calculus
Chapter 10: Differential Equations
Chapter 11: Matrices
Chapter 12: Laplace Transform
Chapter 13: Fourier Series
Chapter 14: Fourier Transform
Chapter 15: Z-Transform