If V¯ is the observed molar volume of real gas and V¯id is the molar volume of an ideal gas, then Z is

For ideal gas PVid¯RT=1 ∴ Vid¯ = RTP For real gas, PV¯ = RT PV¯RT = Z V¯Vid¯=Z

If V¯ is the observed molar volume of real gas and V¯id is the molar volume of an ideal gas, then Z is

For ideal gas PVid¯RT=1 ∴ Vid¯ = RTP For real gas, PV¯ = RT PV¯RT = Z V¯Vid¯=Z

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If $\bar{V}$ is the observed molar volume of real gas and ${\bar{V}}_{id}$ is the molar volume of an ideal gas, then Z is

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$\bar{V}$ ${\bar{V}}_{id}$

$\frac{\bar{V}}{{\bar{V}}_{id}}$

$\frac{\bar{V}}{\bar{V}}$

$\frac{\bar{V_{id}}}{{\bar{V}}_{}}$

answer is B.

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For ideal gas

$\frac{P \bar{V_{id}}}{RT} = 1 ∴ \bar{V_{id}} = \frac{RT}{P} For real gas, P \bar{V} = RT \frac{P \bar{V}}{RT} = Z \frac{\bar{V}}{\bar{V_{id}}} = Z$

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If V¯ is the observed molar volume of real gas and V¯id is the molar volume of an ideal gas, then Z is

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If $\bar{V}$ is the observed molar volume of real gas and ${\bar{V}}_{id}$ is the molar volume of an ideal gas, then Z is