Questão 2570909

\(h<\lim\left(1+\frac{1}{n}\right)^d\)

\(h<\min\ 0\le d\le1\ \left(n+1\right)e^{-d^2}\)

ℎ ≤ lim(log_d (݊n+ 1)/2)

h ≤ ݊n/݀d

h=log_n = \(\frac{\lim\left(n+1\right)}{d}\)