Determine the long-run behavior of the function below. Enter INFINITY and -INFINITY if you must enter $\infty$ and $- \infty$. $$y = \frac{ \sqrt{x}+2 }{ \ln{(x)} }$$

$y \to$ as $x \to \infty$.
Note that since negative $x$ values are not in the domain of $\ln{(x)}$ we do not consider the behavior of this function as $x \to - \infty$.