Question: x=(t)(to)x+(t) (s)F(s) ds solves the initial value problem X' = AX + F(t), X(to) = X whenever (t) is a fundamental matrix of the

x=(t)(to)x+(t) (s)F(s) ds solves the initial value problem X' = AX +

x=(t)(to)x+(t) (s)F(s) ds solves the initial value problem X' = AX + F(t), X(to) = X whenever (t) is a fundamental matrix of the associated homogeneo system. Use the above to solve the given initial-value problem. X' = ' -(1)x+(6), x(0) = (:) 6e6t A x(t) =

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