$1\text{ l}=1{\text{ dm}}^3=\mathrm{0,001}{\text{ m}}^{3}1\backslash l=1\backslash dm^3=0\{,\}001\backslash m^3$

$330\text{ l}=\mathrm{0,33}{\text{ m}}^{3}330\backslash l=0\{,\}33\backslash m^3$

$3300\text{ l}=\mathrm{3,3}{\text{ m}}^{3}3300\backslash l=3\{,\}3\backslash m^3$

$33000\text{ l}=33{\text{ m}}^{3}33000\backslash l=33\backslash m^3$

$\mathrm{3,3}{\text{ m}}^{3}3\{,\}3\backslash m^3$ entspricht am ehesten dem Volumen des Flaschencontainers.