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...Ima computer oriented numerical and l t p statistical techniques cs et it iii semester unit i nonlinear equations simultaneous linear roots of equation methods solution order convergence iterative simple bisection false position secant newton raphson chebyshev iteration multi point multiple complex muller s method a system polynomial bairstow analysis above systems introduction direct operation count pivoting ill conditioned condition number jacobi gauss seidel sor conditions special thomas algorithm eigen value problems given power ii interpolation differentiation integration curve fitting error existence uniqueness truncation bounds difference operators forward backward interpolations lagrange divided iterated stirling bessel spline least squares approximations based on trapezoidal simpson rule quadrature romberg estimates ordinary differential initial single step taylor picard euler modified runge kutta fourth adam bashforth milne stability higher rk iv correlation regression probab...