Answer to Question #46091 in Other Engineering for Sapna

Question #46091
Let A = 2 4 5 4 4 6 7 6 12 12 11 3 5 a) Find the adjoint of A. Find the inverse of A from the adjoint of A. (4) b) Find the characteristic and minimal polynomials of A. Hence find its eigenvalues and eigenvectors. (6) c) Why is A diagonalisable? Find a matrix P such that P 1 AP is diagonal. (2) d) Verify Cayley-Hamilton theorem for A. Hence, find the inverse of A
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