Density is mass divided by volume: Changing the shape (say by bending it) changes neither.
weight
Yes if the both are not changed proportionately, Density = mass/volume.
The upthrust depends on the volume of object if volume is more the liquid displaced will be more and the force per unit area will increase and density is equal to mass per unit volume so by density the buoyancy.
Quantities which depend on the mass of an object are its momentum, and kinetic energy.Both change if the mass changes. In addition, if the object's volume doesn't change,then its density also changes.
Density is mass divided by volume: Changing the shape (say by bending it) changes neither.
As "density = mass/volume" or "D=m/V", the density of an object will remain the same unless the mass changes (which is unlikely) or the volume changes (more likely). When an object changes shape, it usually keeps the same volume, unless it is stretched or squashed. Therefore, changing the shape of an object will not necessarily change its density.If the mass of the object did in fact change, It would usually be a result of part of the object breaking off, in which case the volume would also be reduced, leaving the density at the same value.
In a simple way, since density = mass /volume, the density of an object can be changed by changing either mass or volume of an object .
Density = mass / volume. So if the volume changes, the density will obviously also change.
weight
It does not matter because the density only matters on the mass and volume.
Yes if the both are not changed proportionately, Density = mass/volume.
density is how dense an object is (see dense) it is calculated by dividing the mass by volume of an object. density can be changed by changing the size or shape or the object
density
The upthrust depends on the volume of object if volume is more the liquid displaced will be more and the force per unit area will increase and density is equal to mass per unit volume so by density the buoyancy.
An object's density is inversely proportional to the object's volume. As the volume increases the density decreases, and vice versa.
An object's density is inversely proportional to the object's volume. As the volume increases the density decreases, and vice versa.