2. i) Write analytical expression of Gauss-Siedel method for any number of equations. i) Write a computer code which takes N x N system and finds solution of the equation system for any number of equation with maximum error 10-4 by Gauss-Siedel method. Assume initial vector is zero vector. i) Obtain a table which contains iteration step, values of variables at current step (for the first system x1, X3, X5 ; for the second system x,X5, X10 variables are sufficient) and norm between exact solution and current estimation (You can find exact solution by MATLAB or any other tool. For MATLAB, use "A\b" operation.) for the following two equation system. A_Q2_1 = 10 10 6 b_Q2_1 - A_Q2_2 - 8 4 3 b_Q2_2 - 7466 6831784 3 4 9019059 59 mmooon Amo 9. H n455937 9,