Find the eigenvalues and number of independent eigenvectors. (Hint: -3 is an eigenvalue.) 5 -5 1 8 -9 8 -6 -1 a) O Eigenvalues: -3, -3, 1; Number of independent eigenvectors: 2 b) O Eigenvalues: -3,...


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Find the eigenvalues and number of independent eigenvectors. (Hint: -3 is an eigenvalue.)<br>5 -5<br>1<br>8 -9<br>8 -6 -1<br>a) O Eigenvalues: -3, -3, 1; Number of independent eigenvectors: 2<br>b) O Eigenvalues: -3, 3, 1; Number of independent eigenvectors: 3<br>Eigenvalues: -3, 1, -1; Number of independent eigenvectors: 3<br>d) O Eigenvalues: 3,3, 1; Number of independent eigenvectors: 2<br>e)<br>Eigenvalues: -3, 1, 1; Number of independent eigenvectors: 3<br>f) O None of the above.<br>2.<br>

Extracted text: Find the eigenvalues and number of independent eigenvectors. (Hint: -3 is an eigenvalue.) 5 -5 1 8 -9 8 -6 -1 a) O Eigenvalues: -3, -3, 1; Number of independent eigenvectors: 2 b) O Eigenvalues: -3, 3, 1; Number of independent eigenvectors: 3 Eigenvalues: -3, 1, -1; Number of independent eigenvectors: 3 d) O Eigenvalues: 3,3, 1; Number of independent eigenvectors: 2 e) Eigenvalues: -3, 1, 1; Number of independent eigenvectors: 3 f) O None of the above. 2.

Jun 05, 2022
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