You are given a sequence of samples ({x(k T), k=-infty, ldots, infty}) where the sampling interval (T)

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You are given a sequence of samples \(\{x(k T), k=-\infty, \ldots, \infty\}\) where the sampling interval \(T\) corresponds to twice the Nyquist rate. Give an expression to compute the samples of \(x(t)\) at a new sampling rate corresponding to \(T^{\prime}=0.7 T\).

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