When does a 2x2 orthogonal matrix q with detq 1 describing
When does a 2x2 orthogonal matrix Q with det(Q) = 1 describing a 2 dimensional rotation have real eigenvalues and eigenvectors?
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a symmetric 3 by 3 matrix m has the eigenvalues lambda1 1 lambda2 2 and lambda3 5 the eigenvector associated with
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when does a 2x2 orthogonal matrix q with detq 1 describing a 2 dimensional rotation have real eigenvalues and
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