1.
Write a program that implements (with pivot condensation) Gaussian elimination method for solving n linear equations in n variables, that calls procedures
(i) Exchange of rows
(ii) lower-triangularisation and
(iii) back substitutions
(codes of procedures are also to be written). Use the program for solving the following system of linear equations: x+ y+z= 3 5x+ 2y+7z=14 3x+y+ 5z =9
2.
Write a program that uses Gauss-Jacobi method to solve system of linear equations. Use the method to solve the system of linear equations given in Q. No. 1 above.
3.
Write a program that approximates a root of the equation f (x) = 0 in an interval [a, b] using Bisection method. The necessary assumptions for application of Bisection method should be explicitly mentioned. Use the method to find one root of the equation x4 + 5x - 3=0.
4.
Write a program that uses Lagrangian polynomials, for which at most three nodes are given (hence interpolating polynomial will be at most quadratic). Use the program to find approximate value of f (x) = x4 at x=1.5. The nodes given may be assumed as x0 = 1, x1 = 2, x2 = 3.
5. Repeat Problem No. 4 using Newton‟s Interpolating polynomial
(instead of Lagrangian Polynomial).
6. Write a program that approximates the derivative of a given
(differentiable) function f (x) at x = x0, using forward–difference
formula. Using the program find the derivative of
( ) 1 x f x e at x .
8. Write a program that approximates the solution of the initial value
problem: y f (t, y) with 0 y(a) y over [a,b] using Euler's
method. Using the program to approximate the solution of the
initial value problem:
y‟ = -2ty2 with y(0) =1
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Assignment Solution on process | IGNOU BCA MCA Solved Assignment 2016 2017 Join IGNOU BCA MCA Coaching Class | Synopsis & Project Support
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Assignment Solution on process | IGNOU BCA MCA Solved Assignment 2016 2017 Join IGNOU BCA MCA Coaching Class | Synopsis & Project Support
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sir please publish the assignment
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