Density is defined as mass per unit volume. Therefore, if the volume is kept constant, density increases if mass increases.
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.
No, multiplying or dividing mass and volume by the same factor will not affect density because density is calculated by dividing mass by volume. As long as the mass-to-volume ratio remains constant, the density will not change.
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.
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.
Mass does not directly affect the density of an object. Density is determined by the mass of an object divided by its volume. Two objects with the same volume but different masses will have different densities.
If mass increases while volume stays the same, density increases. If volume increases while mass stays the same, density decreases. Density is calculated as mass divided by volume, so any change in mass or volume will affect the density of a substance.
With constant mass, a decrease in volume will increase the the density. Conversely, an increase in volume will decrease the density.
It will not affect mass because the mass of an object stays the same (unless you take away or add mass). It will affect volume and density. Since the object is being flattened so it takes up less space, its volume is smaller. But since it is the same amount of matter just in a smaller space, the density is greater. Basically, volume and density are inversely related (in respect to mass). With mass staying the same, as the volume decreases, the density increases.
Yes, an object's density is directly affected by its mass. Density is calculated as mass divided by volume, so if the mass of an object increases while its volume remains the same, its density will also increase.
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.
When you multiply both the mass and volume of an object by the same factor, you are essentially scaling the entire object uniformly. Since density is calculated as mass divided by volume, when you multiply both the mass and volume by the same factor, the ratio between them remains the same. As a result, the density of the object remains unchanged.
The definition of density is mass per unit volume. For any object or sample of a substance, it can be calculated as (mass) divided by (volume). If two objects or samples with the same volume have different masses, the one with the greater mass has greater density. If two objects or samples with the same mass have different volumes, the one with the greater volume has smaller density.