## Is $n^{\frac{1}{\log log n}} = O(1)$?

Is $$n^{\frac{1}{\log \log n}} = O(1)$$ ?

$$n^{\frac{1}{\log \log n}} = c$$ where $$c$$ is constant.

Take log both sides

$$\frac{1}{\log \log n}\log n = \log c$$