Suppose (an) is a sequence of positive real numbers such that nan converges. n=1 Prove that...

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Suppose (an) is a sequence of positive real numbers such that nan converges. n=1 Prove that the series sin(nx)an converges uniformly on R and can be integrated n=1 and differentiated term by term. Suppose (an) is a sequence of positive real numbers such that nan converges. n=1 Prove that the series sin(nx)an converges uniformly on R and can be integrated n=1 and differentiated term by term.

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No wo T given J sinu T since 8 Enam 21 nal na Eman is a hal sequence sininn an term sin nn an co... View the full answer