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The molar volume of CO2 is maximum at?
A.273K and 1atm
B. 546K and 1atm
C. 273K and 2atm
D. 546K and 2atm

Answer
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Hint: We have to know the laws, which manage ideal gases are normally called ideal gas laws and the laws are controlled by the observational work of Boyles and Charles. Boyle’s law states that for a given mass of gas held at a consistent temperature the gas pressure is contrarily relative to the gas volume. Charles law states that for a given fixed mass of gas held at a steady pressing factor the gas volume is straightforwardly relative to the gas temperature.

Complete answer:
We have to remember that the Ideal gas law is the condition of a speculative ideal gas. It is a decent guess to the conduct of numerous gases under numerous conditions, despite the fact that it has a few constraints. The ideal gas condition can be composed as,
PV=nRT
Where,
P = Pressure, V = Volume, n = No. of moles, R = Gas constant, T = Temperature.
For all values n=1 , and R=0.0821L.atm/mol.K ,
For option (A), 273K and 1atm ,
V=nRTP
Applying all the values in the above equation,
V=1×0.0821×2731=22.4L
The molar volume is 22.4L .
For option (B), 546K and 1atm ,
V=nRTP
Applying all the values in the above equation,
V=1×0.0821×5461=44.8L
The molar volume is 44.8L .
For option (C), 273K and 2atm ,
V=nRTP
Applying all the values in the above equation,
V=1×0.0821×2732=11.21L
The molar volume is 11.21L .
For option (D), 546Kand 2atm ,
V=nRTP
Applying all the values in the above equation,
V=1×0.0821×5462=22.4L
The molar volume is 22.4L .
Therefore, the molar volume of CO2 is maximum at 44.8L .

Hence, option (B) 546K and 1atm is correct.

Note:
We have to know that, the point when the atomic mass of any gas is multiplied by its particular gas constant ( R ), it is seen that the item R is consistently something similar for all gases. This item is called general gas consistent and it is indicated as R.
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