Suppose U is a finite-dimensional real vector space and T 2 L.U /.Prove that U has a

Chapter 7, Problem 14

(choose chapter or problem)

Suppose U is a finite-dimensional real vector space and T 2 L.U /.Prove that U has a basis consisting of eigenvectors of T if and only ifthere is an inner product on U that makes T into a self-adjoint operator.

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