Question 2 Consider the following system of linear equations: -3x + -2x + y 5y y + Z Z 2z = |||| = 0 -1 4 2.1 Let (xo, Yo, Zo) = (0,0,0). Use the Jacobi and the Gauss Seidel method to approximate solution of the given system of linear equations. Perform Initial iteration and the first three (3) iterations by hand. (i = 0, i = 1, i = 2, i = 3). (12) 2.2 Will the sequence of iterations converge in the cases above? Motivate your answer. (3) 2.3 Use any analytical method to find the exact solution for the equation system. (3) 2.4 Calculate the absolute and the relative errors from the obtained solutions at the third iteration stage i.e., use the Guess Seidel solutions (i = 3). (6)