Prove using the definition of eigenvalues that similar matrices have the same eigenvalues. I have already shown this using the characteristic polynomial but I have no idea how to do it this way. Any help would be greatly appreciated!
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Originally Posted by pseudonym Prove using the definition of eigenvalues that similar matrices have the same eigenvalues. I have already shown this using the characteristic polynomial but I have no idea how to do it this way. Any help would be greatly appreciated! Supose for some invertible matrix . Now let , so then: is an eigenvalue of B Tonio
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