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SOLVED: Find the Jordan canonical form of the matrix by calculating the corresponding numbers dim Ker(A X) dlim Ker(A XY-1 and constructing the dot-diagram for every eigenvalue A . (No need to
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SOLVED: Problem 1: The matrix -2 -2 1 A = 5 -2 -3 2 5 -2 -4 3 has the characteristic polynomial t(t 1)3. 1) Find a Jordan basis of A. Find the Jordan normal form of A and the minimal polynomial of A
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