  Numerical Methods   Rs.120/-   Rs.30/- (Delivery Charge) Total Number of Pages:  263 Key strengths         It covers the Anna University syllabus - Numerical Methods         All worked examples accompanied with clear explanations         More than 150 solved Anna University solved problems         90% of questions in the website (University Questions) solved with explanations         Part-A Questions and Answers at the end of each units Topic Covered         Solution of Equations and eigenvalue Problems         Fixed Point Iteration         Newton-Raphson Method         Gauss Elimination Method         Gauss Jordan Method         Gauss Jacobi Method         Gauss Seidel Method         Largest Eigenvalue by Power Method         Interpolation and Approximation         Lagrange's Interpolation         Newton' Divided Difference Interpolation         Cubic Spline         Newton's Forward and Backward Difference Formulae         Numerical Differentiation and Integration         Newton's Forward and Backward Difference Formulae for Derivatives         Trapezoidal and Simpson's 1/3rd Rules         Romberg's Method         Two Point and Three Point Gaussian Quadrature Formulae         Double Integrals by Trapezoidal and Simpson's 1/3rd Rules         Initial Value Problems for ODE         Taylor's Series         Euler's and Modified Euler's Method         Runge-Kutta Method         Milne's Predictor and Corrector Method         Adams-Bash forth Predictor and Corrector Method         Boundary Value Problems in ODE and PDE         Finite Difference Methods         One Dimensitonal Heat Flow Equation by Explicit (Bender-Schmidt) Method         One Dimensitonal Heat Flow Equation by Implicit (Crank-Nicolson) Method         One Dimensitonal Wave Equation by Explicit Methods         Solution of Two Dimensional Laplace's Equations on Rectangular Domain         Solution of Two Dimensional Poisson's Equations on Rectangular Domain To Purchase Contact: Mobile:9841168917, 8939331876 Email Id:hariganeshpublication@gmail.com