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OpenStudy (loser66):
Suppose that A\(\in L(C^3)\)is a self-adjoint operator. Suppose that Tr(A)=4 A(1,0,0) = (1,0,0) (1,2,0) is an eigenvector of A a) What is the eigenvalue that corresponds to the eigenvector (1,2,0)? b) find the matrix of the operator a in the standard basic of \(C^3\) Please, help
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