Question: see attached (1) Let T be a linear operator on F , and let B be a basis for F . We have defined AT(t)

see attached

see attached (1) Let T be a linear operator on F" ,

(1) Let T be a linear operator on F" , and let B be a basis for F" . We have defined AT(t) = , (t). Show that if B1 is another basis for F" , then [TIB, (t) = s (t) . That is, the characteristic polynomial of the operator T is independent of the choice of the basis B

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