Suppose A € R³×³ and 6 € R³, and we perform a splitting method using A = M + N as described in class to iteratively solve the linear system Ax = b: x(k+1) = M-¹6-M-¹ Nx(k) If the eigenvalues of matrix M-¹N are λ = -.5, .1, .8, prove that the iterations produced will converge to the true solution.