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If two gases of moleuclar weight `M_(1) and M_(2)` at temperature `T_(1) and T_(2), T_(1)M_(2)=T_(2)M_(1)`, then which property has the same magnitude of both the gases?A. densityB. pressureC. `KE` per moleD. `V_(rms)` |
Answer» Correct Answer - D (i) density of a gas `(rho) =(PM)/(RT)` Since `(M_(B))/(T_(B))=(M_(A))/(T_(A))` `:.` at the same pressure `rho_(A)=rho_(B)` But if pressure is different, then `rho_(A)!=rho_(B)` (ii) Pressure of the gas would be equal if their densities are equal otherwise not (iii) `KE` per mol `=(3)/(2)RT` `:.` It will be different for the two gases (iv) `V_(rms)=sqrt((3RT)/(M))`, since `(T_(A))/(M_(A))=(T_(B))/(M_(B))` `V_(rms)` of `A=V` of`B` |
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