What's surprising (to many) is that
n! < exp(n log n)
> What's surprising (to many) is that
> n! < exp(n log n)
Why would that be surprising? I can see that many wouldn’t know whether it’s true, but
exp(n × log n) = exp(log(n) × n) = exp(log(n))^n = n^n
1 × 2 × 3 × 4 × … × n < n × n × n × n × … × n
> What's surprising (to many) is that
> n! < exp(n log n)
Why would that be surprising? I can see that many wouldn’t know whether it’s true, but
and it’s not surprising that for n > 1