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When mass increases and volume stays constant, the density increases. When volume increases and mass stays constant the density decreases. When they both change, then the density will depend on the rate of change of mass and the rate of change of volume.
A derivative is to the rate of change asan integral is to area/volume.
The higher the ratio, the faster the rate of diffusion
when delivering a briefing volume and rate are classified under which area of consideration
They both increase. The rate of increase of the surface area is equivalent to the rate of increase of the volume raised to the power 2/3.