For example, I want to use the formula
$ \operatorname{foo}(n)= 1/5 \pi +\log(n) + \pi n + 1/2 + O(n^{-m}) $
How can I evaluate for $n=4$ when I know that $m>0$
For example, I want to use the formula
$ \operatorname{foo}(n)= 1/5 \pi +\log(n) + \pi n + 1/2 + O(n^{-m}) $
How can I evaluate for $n=4$ when I know that $m>0$
Copyright © 2021 JogjaFile Inc.