Module-1: Numerical Methods-1 Regula Falsi Method Newton Raphson Method Interpolation with Equal Intervals Newtons Divided Differences Interpolation Lagranges InterpolationModule-2: Numerical Methods-2 Numerical integ Appl of num integ to velocity of a particle and volume of solids Numerical solution wave, heat and two dimensional Laplace’s equation extremal problemsModule-3: Statistical Methods and Calculus of Variation calculus of variation functional extremal problems problems extremal minimal surface hanging cable bridge problem Curve Fitting 1Module-4: Fourier series Fourier Series in pi,pi Fourier series Fourier series FT of xsinx FT of xsinx Fourier series of discontinuous fun More pbms based on Fourier Fourier expansion in 0,2l More pbms Even and odd functions Even and odd functions Half range series Half Range Series Pbms on Half range ContModule-5: Fourier Transforms & Z – Transform FOURIER TRANSFORM Fourier and Inverse Fourier COSINE and SINE Transform Z TRANSFORMS DEFINITION AND RULES Z TRANSFORMS OF STANDARD FUNCTIONS & INITIAL AND FINAL VALUE THEOREMS INVERSE Z TRANSFORM BY PARTIALFRACTION METHOD & SOLVING OF DIFFERENCE EQUATION BY Z RANSFOR
