# What is the limit of (e^t - 1) / t^3 as t approaches 0?

${\lim}_{t \to 0} \frac{{e}^{t} - 1}{t} ^ 3 = + \infty$
${\lim}_{t \to 0} \frac{{e}^{t} - 1}{t} ^ 3 = {\lim}_{t \to 0} {e}^{t} / \left(3 {t}^{2}\right) = + \infty$