The average density of an object or substance, r, is defined to be the mass of the object divided by its volume:

It is important to realize that the density of an object is characteristic of the substance from which that object is made. For example, the density of a copper statue is characteristic of copper, not of the statue itself. Therefore, if we can determine the density of an object made of a pure substance, we can identify that substance simply by referring to a table of densities. For example, if we determine that the average density of an object is 8,900 kg/m3, then we can conclude that the object is most likely made of copper by referring to the table below, which gives a few densities of interest.
Material
|
Density (kg/m3)
|
Interstellar Space
|
1 x 10-20
|
Best laboratory vacuum
|
1 x 10-17
|
Air
|
1.21
|
Styrofoam
|
100
|
Ice
|
917
|
Pure Water
|
1,000
|
Sea water
|
1,024
|
Whole blood
|
1,060
|
Earth (average)
|
5,500
|
Aluminum (element, Al)
|
2,700
|
Copper (element, Cu)
|
8,890
|
Gold (element, Au)
|
19,300
|
Iron (element, Fe)
|
7,870
|
Mercury (element, Hg)
|
13,600
|
Steel
|
7,860
|
|
You will need to refer to this table of densities for data in solving the homework problems.
|