At low pressure, if $R T=2 \sqrt{a \cdot P}$, then the volume occupied by a van der Waal's gas is :
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At low pressure, if $R T=2 \sqrt{a \cdot P}$, then the volume occupied by a van der Waal's gas is :

At low pressure, if $R T=2 \sqrt{a \cdot P}$, then the volume occupied by a van der Waal's gas is :
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At low pressure, if $R T=2 \sqrt{a \cdot P}$, then the volume occupied by a van der Waal's gas is :

(A) $\frac{2 R T}{P}$

(B) $\frac{2 P}{R T}$

(C) $\frac{R T}{2 P}$

(D) $\frac{2 R T}{P}$

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The volume occupied by a van der Waal's gas is $\frac{R T}{2 P}$. So, The correct option of this question is (C).

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