Physics
Density calculator
$$ \rho = \frac{ m }{ V } $$
\(\rho \, \) is density
in kg / cubic metre (kg / m3)
\(m \, \) is mass
in kilograms (kg)
\(V \, \) is volume
in cubic metres (m3)
\( \rho \)
= \( \displaystyle{\frac{ m }{ V }} \)
= \( \mathrm{ kg } \) \( \div \) \( \mathrm{ m^3 } \)
= \( \mathrm{ kg / m^3 } \)
= \( \mathrm{ kg / m^3 } \)
\( V \)
= \( \displaystyle{\frac{ m }{ \rho }} \)
= \( \mathrm{ kg } \) \( \div \) \( \mathrm{ kg / m^3 } \)
= \( \mathrm{ m^3 } \)
= \( \mathrm{ m^3 } \)
\( m \)
= \( \rho V \)
= \( \mathrm{ kg / m^3 } \) \( \times \) \( \mathrm{ m^3 } \)
= \( \mathrm{ kg } \)
= \( \mathrm{ kg } \)