4 Given the vector g = and 2 x 2 matrix A with negative 2 eigenvalues 11, 12 and corresponding eigenvectors v (1) [-] v (2) = [1] find lim x(t), where x(t) X1(t) x2(t) is a solution of the problem 1 x'(t) = Ax(t) +g, x(0) = 0) = { -2