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Given 3x3 matrix M (individual rows add up to 1) find a 3x1 vector v such that v=Mv.

Given a 3x3 matrix M whose individual rows add up to 1 find a 3x1 vector v (not all zero) such that v=Mv. (Hint: Do a few examples.)

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Given a 3x3 matrix M whose individual rows add up to 1, a 3x1 vector v (not all zero) such that v=Mv is found. Please note that the solution is not the identity vector. The solution is detailed and well presented.

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