FUNDAMENTALS OF NUMERICAL METHODS presents the fundamental concepts of numerical methods for the students of mathematics, physics and engineering. The text attempts to strike a balance between abstract and applied expositions of numerical analysis. Insofar as possible, each concept is developed in a clear and concise manner, and illustrated by pedagogically sound examples so that the material can be assimilated, even if the theoretical development is not fully understood. The book caters to the readers who are interested in the applications of numerical methods. It will also be of interest to the students of pure mathematics who are exposed to the numerical methods for the first time.

• • Analyzes the question and breaks down difficult terms and concepts • Contains nearly 200 solved examples and 500 exercise questions • Includes answers to the exercises and hints to difficult questions.

Preface / Preliminaries and Introduction / Approximation of Roots of Polynomial and Transcendental Equations / Solution of Linear System of Algebraic Equations / Interpolation / Numerical Differentiation and Integration /Numerical Solution of Ordinary Differential Equations / Hints and Answers / Bibliography / Index.

Under & Postgraduate Students & Researchers