2. We have matrices 「8 0-5 24 11 and B-1 1 14 -4-7 Find the eigenvalues and eigenvectors of A. Then use the determinant and trace of both ma- trices to show with certainty that the eigenvalues of the matrices are not completely identical or that they could be identical. Do this without actually finding the eigenvalues of B Hint: One of the eigenvalues of A is -1 Show transcribed image
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