SEMESTER I

The objective of this course is to provide to the student a broad coverage of various numerical techniques using programming tools .

 It covers the following:

(1) Methods of solving algebraic and transcendental equations of the form f(x)=0 by using the  bisection, regula-falsi, general iteration and Newton-Raphson. 

(2) Solving the system of linear equations numerically by using the Gauss-Jordan elimination, Crout’s Reduction, Jacob and Gauss-Seidel iteration methods.

(3) Numerical methods for ordinary differential equations: Euler’s method. The improved and modified Euler’s method. Runge-Kutta method.