From the following infinite list of numbers, how many are integers? \(sqrt{4096},\sqrt[3]{4096},\sqrt[4]{4096},\sqrt[5]{4096},\sqrt[6]{4096},\ldots\)
There are only three integers: $\sqrt{4096}$, $\sqrt[3]{4096}$, and $\sqrt[4]{4096}$.
the '...' shows that its an infinite list
