# How do you find the limit of (1/x)^x as x approaches infinity?

${\lim}_{x \to \infty} {\left(\frac{1}{x}\right)}^{x} = 0$
For $x > 1 \to \frac{1}{x} < 1$ and considering $a$ such that $\left\mid a \right\mid < 1$${\lim}_{x \to \infty} {a}^{x} = 0$