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How do we find this?
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\[\Huge \sum_{n=1}^{n= \infty} \frac{\sin n}{n}\]
Are you looking to see if it converges or do you want to find the actual sum?
Since sin(n) is always going to be between +1 and -1 \[\LARGE -1 \le \sin(n) \le 1\] we can easily show that this sum can converge. But I won't waste my time describing that if that's now what you're looking for.
I actually need to find the sum!
Good luck haha, what class is this?
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I found this question on brilliant :P
@aum This question does not exist or is under review.
https://brilliant.org/community-problem/find-the-value-of-2s1/?group=kBQWNrCNmsde&ref_id=330423
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