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    Prove Eigenvalues of Similar Square Matrices are Equal

    Well, that's equivalent to C-1PC=Q, isn't it? solution: What you want to do is to show, that they have the same char polynomial (up to scalarmultiplication). But that's easy since det(\mathbf{P} -\lambda \mathbf{I})=det(\mathbf{C^{-1}QC} -\lambda \mathbf{C^{-1}C})=det(\mathbf{C^{-1}}(\mathbf{Q}...
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