INSTRUCTIONS.txt

CA01 : Ques1: 	Bisection Method
       		False Position Method
       		Modified False Position	
       		Secant Method
       		Newton Rhapson
	Ques2:  Muller Method
		Bairstow ---"CAN EVEN FIND IMAGINARY ROOTS"
----------------------------------------------------------------------------
CA02:  Ques1:	Gauss Elimination(without pivoting)
		Gauss Elimination(with pivoting)
		Gauss Elimination(with pivoting and scaling)
		LU decomposition using GE(without pivoting)
		LU decomposition using GE(with pivoting)
		LU decomposition using Crout Method(without pivoting)
		Cholesky decomposition(for symmetric positive definite matrix)
-------------------------------------------------------------------------------
CA03:	Ques1:	Finding eigen values of matrices using-
		Direct power method
		Inverse power method
		Shifted-power method
		QR method
--------------------------------------------------------------------------------
CA04:	Q1:     Linear Regression
	Q2:	Linear Spline
		Quadratic Spline
		Natural Spline
		Not-a-knot Spline
		Periodic Spline
		Clamped Spline
------------------------------------------------------------------------------
CA05:   Q1:	Definite integration using
		Adaptive Quadrature with Simpson’s 1/3rd rule
	Q2:	ODE IVP problems using
		Euler’s method
		Midpoint method
		4th order RK method
		Runge-Kutta Fehlberg (RK45) method
--------------------------------------------------------------------------