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For DCM (direction cosine matrix) properties, you are given a matrix:[A] = [ 1  2  3           4  5  6            7  8  9] Which [A] is a 3x3 matrix How would you find it's real eigenvalue and associated eigenvector?

For DCM (direction cosine matrix) properties, you are given a matrix:[A] = [ 1  2  3           4  5  6            7  8  9] Which [A] is a 3x3 matrix How would you find it's real eigenvalue and associated eigenvector?

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For DCM (direction cosine matrix) properties, you are given a matrix:
[A] = [ 1  2  3

          4  5  6 

          7  8  9]

Which [A] is a 3x3 matrix

How would you find it's real eigenvalue and associated eigenvector?

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