The density of O_{2(g)} is maximum at? | vedclass

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(B) The ideal gas equation is $PV = nRT = \frac{w}{M} RT$.Density,$\rho = \frac{w}{V} = \frac{PM}{RT}$.Thus,the density of the ideal gas is directly p

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$273 \, K$ and $2 \, atm$

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(B) The ideal gas equation is $PV = nRT = \frac{w}{M} RT$.Density,$\rho = \frac{w}{V} = \frac{PM}{RT}$.Thus,the density of the ideal gas is directly proportional to the pressure $(P)$ and inversely proportional to the temperature $(T)$.To maximize density,we require the highest pressure and the lowest temperature.Comparing the given options:$A$: $1 \, atm, 273 \, K$$B$: $2 \, atm, 273 \, K$$C$: $1 \, atm, 546 \, K$$D$: $2 \, atm, 546 \, K$Option $B$ provides the highest pressure $(2 \, atm)$ and the lowest temperature $(273 \, K)$,resulting in the maximum density.

The density of $O_{2(g)}$ is maximum at?

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