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help with convergence..
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\[\sum_{n=1}^{∞}(-1)^nn^{-1}f(n^{-1})\] where f: [0, 1] --> [0, 1] is a continuous increasing function with f(0) = 1/2 How can I show that this series i absolutely converges, conditional converges or divergent?
I would say it converges. I just tried with n ultralarge and got the term ultrasmall. But it's probably not enough... sry i can't help you further.
@ganeshie8
@Nurali
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