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Find the matrix of the adjoint of t with respect to basis

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Reference no: EM131025325

Let V be a , but with the weighted inner product, ,
,where and . Let be the linear transformation given by T(a,b,c)=(3a-2c,b,3a+10c).

a. Show that T can be diagonalzed and find a basis for V comprised of eigenvectors of T.

b. Find the matrix of the adjoint of T with respect to the basis .

Reference no: EM131025325

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