$解:一盒牛奶的总质量 m_1 = 250\ \mathrm {g},空盒质量 =26\ \mathrm {g},$
$牛奶的质量: m= m_1-m_2 =250\ \mathrm {g}-26\ \mathrm {g} = 224\ \mathrm {g},$
$牛奶的体积: V=200\ \mathrm {mL} =200\ \mathrm {cm}³,$
$牛奶的密度: ρ_{ }=\frac {m_{ }}{V_{ }}=\frac {{ 224 }\ \text {g}}{{ 200 }\ \text {cm}^3}={ 1.12 }\ \text {g/cm}^3=1.12×10^3\ \text {kg/m}^3,$
符合纯牛奶标准