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`V = "m" " / " rho `

Enter a value for all fields

The **Volume from Density and Mass** calculator computes the volume (**V**) of an object based on the density (**ρ**) and mass (**M**)of an object.

**INSTRUCTIONS:** Choose units and enter the following:

- (
**ρ**) This is the density of the object - (
**M**) This is the mas of the object.

**Volume (V):** The calculator returns the volume (V) of the object in cubic meters. However, this can be automatically converted to other volume units via the pull-down menu.

Material | Mean Density (mD) |
---|---|

Water | 1,000 kg/m³ |

Ice | 916.7 kg/m³ |

Aluminum | 2,700.0 kg/m³ |

Brass | 8,530.0 kg/m³ |

Chromium | 8,150.0 kg/m³ |

Cobalt | 7,190 kg/m3 |

Copper | 8,746 kg/m3 |

Gallium | 8,920.0 kg/m³ |

Gold | 19,300.0 kg/m³ |

Iron | 7,847.0 kg/m³ |

Lead | 11,340.0 kg/m³ |

Nickle | 8,908 kg/m3 |

Palladium | 12,160.0 kg/m³ |

Platinum | 21,450.0 kg/m³ |

Steel | 7,850.0 kg/m³ |

Silver | 10,490.0 kg/m³ |

Titanium | 4,500.0 kg/m³ |

Tungsten | 19,600.0 kg/m³ |

Zinc | 7,135.0 kg/m³ |

Zirconium | 6,570.0 kg/m³ |

The relationship between mass, volume and density is shown in the following equation:

The formula for volume based on mass and density is:

where:

- V is the volume of material
- m is the mass of the material
- ρ is the density of the material