Question

$\begin{array}{cc}\text{Column -I}& \text{Column -II}\\ \left(A\right)P{V}^{(}\gamma )\text{Constant}& \text{(p)Expansion of ideal gas in vacuum}\\ \left(B\right)\Delta T=0& \text{(q)}Z=1-\frac{a}{V_{m}RT}\\ \text{(C) For}{H}_2\text{and He at}{0}^{\circ }C& \text{(r) Adiabatic reversible process}\\ \text{(C) At low density of gas}& \left(s\right)Z=1+\frac{pb}{RT}\end{array}$

• A. $A\to R$, $B\to P$, $C\to S$, $D\to Q$
• B. $A\to Q$, $B\to R$, $C\to S$, $D\to P$
• C. $A\to P$, $B\to R$, $C\to S$, $D\to Q$
• D. $A\to Q$, $B\to P$, $C\to S$, $D\to R$

Answer 1

The correct option is A $A\to R$, $B\to P$, $C\to S$, $D\to Q$

$\begin{array}{cc}\text{Column -I}& \text{Column -II}\\ \left(A\right)P{V}^{\gamma }\text{Constant}& \text{(R)Adibatic reversible process}\\ \left(B\right)\Delta T=0& \text{(P)In free expansion}\\ \text{(C) For}{H}_2\text{and He at}Z>1& \text{(S)repulsive forces dominate and}\\ & Z=1+\frac{pb}{RT}\text{at all pressure}\\ \text{(D) Low density}\to \text{low pressure}& \left(Q\right)Z<1,Z=1-\frac{a}{V_{m}RT}\end{array}$