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show that this sequence diverges
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\[\huge \sum_{k=3}^\infty k \sin (\frac{ 1 }{ k })\]
by limit test, you can prove this http://www.wolframalpha.com/input/?i=summation+k%3D3+to+infinty+%2C+k+sin%281%2Fk%29
yeah i already checked that but i need the proof,thank
well am not too sure if my method is right, i have never studied about proving whether a series is convergent or divergent , if we represent this series as f(k), at k-> inf, f(k) =1 , since f(k) is not 0 at k-> inf, can we conclude this series is not convergent ?
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