# How do you solve 107\div e > 3?

Mar 4, 2017

$e < \frac{107}{3}$

#### Explanation:

Assume that $e$ is just a variable and not $e = 2.718281828$

$\frac{107}{e} > 3$

Multiply both sides of the equation by $e$:
$e \cdot \frac{107}{e} > e \cdot 3$

Simplify: $107 > 3 e$

Divide both sides by $3$: $\frac{107}{3} > e$

Which means: $e < \frac{107}{3}$