2) For each of the following, find the eigenvalues with a corresponding eigenvector. If eigenvalue is repeated, find two
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2) For each of the following, find the eigenvalues with a corresponding eigenvector. If eigenvalue is repeated, find two
2) For each of the following, find the eigenvalues with a corresponding eigenvector. If eigenvalue is repeated, find two linear independent eigenvectors if possible. 14 0 -1] a) 0 4 -1 11 0 2 b) 0 -1 1 2 -1 -1 -11 1 0 3) Is the matrix in 2a) diagonalizable? If so, do it. 4) Is the matrix in 2b) diagonalizable? If so, do it.
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