How can I prove that $ \{ n^{1/n} \}_{ n \in \mathbb{N}} $ is a decreasing sequence after some $n_0 \in \mathbb{N} $; and also find out such $n_0$?
Thanks in advance.
How can I prove that $ \{ n^{1/n} \}_{ n \in \mathbb{N}} $ is a decreasing sequence after some $n_0 \in \mathbb{N} $; and also find out such $n_0$?
Thanks in advance.