# 24np/18p^2?

Jun 5, 2018

$\frac{4 n}{3 p}$

#### Explanation:

$= \frac{24 n p}{18 {p}^{2}}$

$= \frac{4 n p}{3 {p}^{2}}$

$= \frac{4 n}{3 p}$

Jun 5, 2018

(24np)/(18p^2)=(4n)/3p)

#### Explanation:

I am not totally sure if I understand the expression, but it looks like n and p are two constants. If so, then we can write it as
$\frac{24 n p}{18 {p}^{2}}$
We have
$\frac{24 n p}{18 {p}^{2}} = \frac{\left(4 n\right) \left(6 p\right)}{\left(3 p\right) \left(6 p\right)}$
Divide numerator and denominator with $6 p$:
=$\frac{4 n}{3 p}$