Determine whether the series is absolutely convergent. the series from 1 to infinity of 10^n/((n+1)4^(2n+1))
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Originally Posted by amiv4 Determine whether the series is absolutely convergent. the series from 1 to infinity of 10^n/((n+1)4^(2n+1)) There is no alternating term here, so obviously if this fails to converge it does not converge absolutely. Note
I'm not seeing what you did when u changed the original problem to that equation with the 16^n on the bottom. could u explain how u got that
Originally Posted by amiv4 I'm not seeing what you did when u changed the original problem to that equation with the 16^n on the bottom. could u explain how u got that
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