QUESTION 3 We know that if is a fundamental matrix of X = AX at to...

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QUESTION 3 We know that if is a fundamental matrix of X = AX at to = 0 and F(t) is continuous in t then Xp(t) = (t) (s)F (s) ds. is a particular solution of X = AX + F(t). to Use this result with to = 0 to find a general solution of 0 *= [23] + [8] 0 X [15] QUESTION 3 We know that if is a fundamental matrix of X = AX at to = 0 and F(t) is continuous in t then Xp(t) = (t) (s)F (s) ds. is a particular solution of X = AX + F(t). to Use this result with to = 0 to find a general solution of 0 *= [23] + [8] 0 X [15]

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In order to solve XAXFt lets first identify matrix A as follows 2 0 0 8 A 2 0 08 Moreover the matrix ... View the full answer