# How do you convert a volume of 1350 cm^3 to cubic meters?

Jan 30, 2016

With difficulty; we note that $c {m}^{3}$ $=$ ${\left({10}^{- 2} m\right)}^{3}$ $=$ ${10}^{- 6} {m}^{3}$

#### Explanation:

So, we simply do the expansion:

$1350$ $c {m}^{3}$ $=$ $1350$ $\times {\left({10}^{- 2} m\right)}^{3}$

$=$ $1.35 \times {10}^{-} 3$ ${m}^{3}$.

The $c$ prefix in $c m$ means ${10}^{-} 2$.