Suppose that the matrix A has the following eigenvalues and eigenvectors: di = -3+ i with v1 = and [1+21] = [1-21 A2 = -3- i with v2 = Write the general real solution for the linear system' = AF, in the following forms: A. In eigenvalue/eigenvector form: -3 uit = cos(t) sin(t) 2 1-6--6-), 19-8-). -3 t +02 cost) sin(t) -2 e B. In fundamental matrix form: 1993 - C. As two equations: (write "ct' and "c2" for ci and ca) z(t) = g(t) = Note: if you are feeling adventurous you could use other eigenvectors like 4v1 or 3 72