They aren't. Density is mass divided by volume.
D= M/V
Therefore, mass is density times volume.
M=DV
Density is not the same as mass. Density is mass divided by volume.Density is not the same as mass. Density is mass divided by volume.Density is not the same as mass. Density is mass divided by volume.Density is not the same as mass. Density is mass divided by volume.
Yes, if two objects have the same volume and density, they will have the same mass. This is because mass is calculated by multiplying density and volume; therefore, having the same density and volume means the objects will have the same mass.
If the mass increases, the density decreases. If the mass decreases, the density decreases.
Because they are of the same substance they have the same density density = mass/volume
Mass divided by volume equals density. For the same volume, if the mass is more then the density is higher.
If mass stays the same and density decreases, then the volume must increase. This is because density is mass divided by volume, so if density decreases while mass remains constant, the volume must increase to maintain the same mass.
Yes, mass does affect density. Density is defined as mass divided by volume, so as mass increases and volume remains the same, density will also increase. Conversely, if mass decreases and volume remains the same, density will decrease.
If two objects have the same density, then their mass and volume must also be the same. Density is calculated by dividing an object's mass by its volume, so if the density is the same for two objects, it means that the ratio of their mass to volume is equal.
The density of a substance is its mass divided by its volume. So for the same volume the higher the mass, the higher the density.
The density changes in direct proportion with the mass. A lesser mass results in a lesser density and a greater mass results in a greater density.
Mass does affect an object's density. Density is calculated by dividing an object's mass by its volume. Therefore, if the mass of an object increases while its volume remains constant, its density will increase. Conversely, if the mass decreases while the volume stays the same, the density will decrease.
If the density remains the same and the thickness of the coin is doubled, the mass of the coin would also double. This is because density is mass divided by volume, and if the thickness (volume) is doubled while density remains constant, the mass must double to maintain the same density value.