Consider the following Compute the first four iterates using

Last updated: 2/14/2023

Consider the following Compute the first four iterates using the zero vector as the initial approximation to show that the Gauss Seidel method diverges Use the first equation solved for x and the second equation solved for X n X1 X1 7x 8 8x 7x 1 X2 0 1 2 3 Then show that the equations can be rearranged to give a strictly diagonally dominant coefficient matrix and apply the Gauss Seidel method to obtain an approximate solution that is accurate to within 0 001 Round your answers to three decimal places X X