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  3. problem 2 10 points total let t be a linear...

Question: problem 2 10 points total let t be a linear...

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Problem 2. (10 points total) Let T be a linear operator on vector space V of dimension 2 and β = {ui, basis for V. Find the eigenvalues and eigenvectors of T defined by s an ordered and determine if T is diagonalizable (a) (5 points) for V R2, (b) (5 points) for V = C2.

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