Question: a n 1 , let x n = k = 1 n s i n k 2 k . Does the l i m i

an1, let xn=k=1nsink2k. Does the limitlimnxn exist? Prove your answer!
bn1, let fn(x)=k=1nsinkx2k. Does there exist a limit function f(x)=limnfn(x)?
Ifso, what is the domain off?
a n 1 , let x n = k = 1 n s i n k 2 k . Does the

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