# How do you integrate int e^(5x)(5)dx?

$\int \setminus {e}^{5 x} \left(5\right) \setminus \mathrm{dx} = {e}^{5 x} + c$
$\int \setminus {e}^{5 x} \left(5\right) \setminus \mathrm{dx} = 5 \setminus \int {e}^{5 x} \setminus \mathrm{dx}$
$\text{ } = \frac{5 {e}^{5 x}}{5} + c$
$\text{ } = {e}^{5 x} + c$