Eigenvalues & Eigenvectorshard
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Let AA be an n×nn \times n matrix with characteristic polynomial p(λ)=det(λIA)=λn+cn1λn1++c1λ+c0p(\lambda) = \det(\lambda I - A) = \lambda^n + c_{n-1}\lambda^{n-1} + \dots + c_1\lambda + c_0. Which of the following is true?