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Find the matrix representation of the operators \(A\) on the space of all polynomials\(\{p(t)\}\), where
\[ A p(t) = p(t+1)\]
in the bases
(i) \(1,t,t^2 \)\\
(ii)\( 1, t+t^2 , t-t^2 \)
How are the two representations related?
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