For a binomial of $(1+ 1/n)^n$, when $n$ goes to infinity, we conclude that the sum of the binomial approaches natural number $e$. This post elaborates how we reach this conclusion.
The Definition of Natural e as A Sum of Binomial
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| #Math123
For a binomial of $(1+ 1/n)^n$, when $n$ goes to infinity, we conclude that the sum of the binomial approaches natural number $e$. This post elaborates how we reach this conclusion.
