Consider M = | 0 2 0 . Use the Cayley Hamilton theorem to find (M +4I)-1 where %3D 2 0 1 I is the 3 x 3 identity matrix, working over Z5. (а) 4M? + 3М +І (b) ма + 3М +21 (c) M² + M + I (d) 3M² + 4M + I (е) М2 + 2М + 31

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