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Does the sequence (3n)/(1+n) converge? If yes find its limit
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I think it diverges. an when n goes to +inf should be 0 for it to be convergent. Also, if you try to use D'Alamberts criteria, you get that it's divergent too.
the sequence converges to 3
zarkons answer is right
sorry there was a mistake in the question, the sequence is \[(3n)/(i+n)\] a complex sequence
the limit is still 3
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could you prove this sequence converges without the use of limits? i.e. from first principle
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