When n - > + ∞, Lim [e ^ n / N ^ 2] =? And prove

When n - > + ∞, Lim [e ^ n / N ^ 2] =? And prove

Lobida
= 0
There is an interesting limit: Stirling formula
lim(n→∞) √(2πn) * (n/e)^n / n!= 1