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conditionally/absolutely convergent or divergent? n=1 to infinity: cos(npi) / ((n+1)*ln(n+1))
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first see what happens at n-->inf
to the denominator
hmm I see, it just increases to infinity right? and the numerator go between -1 and 1? but what next?
If the denominator of a rational expression grows arbitrarily large as some part of it (like a variable) approaches \(\infty\), then the whole rational expression approaches 0.
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