If d represents the density of a gas and K is a constant, the rate of gaseous diffusion r is related to d by the equation?
r = k/√d
r = kd
r =k/d
r = k √d
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Grammes law of diffusion---the rate of difusion of a gas is inversly propotional to the square root of its molar mass..
That relation is that of graham's law of diffussion which state that,.the rate (r) of a diffusion is inversely proportional to it's density(d)~.,.,.,.,.,.,.,.,.R<1/d.,,.,.,.,.,.,.r=k1/d
State that the rate (r) of a diffussion is inversely proportional to the square of it's density(d^1/2),,.,,.,.,.,.,.,.,.,.,.,.,.r
4rm graham law of diffusion: it state dat the rate of diffusion of a gas is inversely proportional to the square root of itz vapour density.
r=1/square root of d
when you introduce the constant k
r=k/square root of d
Dalton law states d@ the rate of diffusion is proportional to squre root of its density r=k/d
