# How do you solve \frac{3}{4}t\leq 12?

Apr 17, 2018

The answer is $t \le 16$.

#### Explanation:

First, take $4$ to the R.H.S and multiply it by $12$.

$4 \cdot \frac{3}{4} t \le 12 \cdot 4$

$3 t \le 48$

Second, divide both sides by $3$.

$\frac{3 t}{3} \le \frac{48}{3}$

$t \le 16$

The value on R.H.S is the answer. It actually means that $t$ has values which are either equal to $16$ or smaller, but no bigger than $16$.