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![SOLVED: Let A = Find: minimum polynomial of A. an invertible matrix P and a Jordan canonical form such that P AP = ] for (a) 1- Find f(t) = det(A tI)](https://cdn.numerade.com/ask_images/f309c49c2948436abf6dcac40b9f4611.jpg "SOLVED: Let A = Find: minimum polynomial of A. an invertible matrix P and a Jordan canonical form such that P AP = ] for (a) 1- Find f(t) = det(A tI)")
SOLVED: Let A = Find: minimum polynomial of A. an invertible matrix P and a Jordan canonical form such that P AP = ] for (a) 1- Find f(t) = det(A tI)
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