The mass of 1.0 dm³ (cubic decimeter) of a substance depends on its density. For example, if the substance is water, which has a density of approximately 1 g/cm³ (or 1 kg/dm³), then the mass would be 1.0 kg. Therefore, to determine the mass of 1.0 dm³, you need to know the density of the specific material in question.
The answer will depend on the units. The mass of a 100 cubed millimitres will be quite different from that of 100 cubed metres, let alone 100 cubed kilometres!
Density = Mass/VolumeVolume is not cubed, although the units in which volume is expressedmay be cubed units.
193g
The distance of 10dm, or 10 decimeters, is equal to one meter.
density = mass/volumedensity of copper = 8.94 g/ centimeters cubed8.94 g/ centimeters cubed = mass/10 centimeters cubedmass = 8.94 g/ centimeters cubed * 10 centimeters cubedmass= 89.4 grams
The answer will depend on the units. The mass of a 100 cubed millimitres will be quite different from that of 100 cubed metres, let alone 100 cubed kilometres!
mass = density x volume Mass = 5 grams per centimeter cubed x 10 centimeters cubed = 50 grams
Density = Mass/VolumeVolume is not cubed, although the units in which volume is expressedmay be cubed units.
The density must be 22.5 GRAMS per cm cubed, not 22.5 cm cubed. Then, Density = Mass/Volume implies Mass = Density*Volume = 22.5 * 5.42 = 121.95 grams.
193g
The distance of 10dm, or 10 decimeters, is equal to one meter.
density = mass/volume volume = mass/density mass = density x volume Ex: V=40m cubed M=300g D=a M/V 300/40 = 7.5g _______ m cubed or D= 7.5 grams per meter cubed
density = mass/volumedensity of copper = 8.94 g/ centimeters cubed8.94 g/ centimeters cubed = mass/10 centimeters cubedmass = 8.94 g/ centimeters cubed * 10 centimeters cubedmass= 89.4 grams
The mass is 5,323 g.
The rate of change of mass with respect to time in kilograms per second cubed is known as mass density. It represents how mass is distributed in a given volume.
units cubed
0.0065 grammes per cm3 x 260 cm3 = 1.69 grammes (mass).