One mole of a monatomic ideal gas undergoes the cyclic process $J \rightarrow K \rightarrow L \rightarrow M \rightarrow J$,as shown in the $P - T$ diagram. Match the quantities mentioned in $List-I$ with their values in $List-II$ and choose the correct option. [$R$ is the gas constant]

$List-I$	$List-II$
$(P)$ Work done in the complete cyclic process	$(1)$ $R T_0 - 4 R T_0 \ln 2$
$(Q)$ Change in the internal energy of the gas in the process $JK$	$(2)$ $0$
$(R)$ Heat given to the gas in the process $KL$	$(3)$ $3 R T_0$
$(S)$ Change in the internal energy of the gas in the process $MJ$	$(4)$ $-2 R T_0 \ln 2$
	$(5)$ $-3 R T_0 \ln 2$

• A
  $P \rightarrow 1 ; Q \rightarrow 3 ; R \rightarrow 5 ; S \rightarrow 4$
• B
  $P \rightarrow 4 ; Q \rightarrow 3 ; R \rightarrow 5 ; S \rightarrow 2$
• C
  $P \rightarrow 4 ; Q \rightarrow 1 ; R \rightarrow 2 ; S \rightarrow 2$
• D
  $P \rightarrow 2 ; Q \rightarrow 5 ; R \rightarrow 3 ; S \rightarrow 4$