A graph between pressure p (along Y-axis) and absolute temperature T(along X-axis) for equal moles of two gases has been drawn. Given that volume of second gas is more than volume of first gas. Which of the following statement(s) is/are correct? [JIPMER 2017]

According to ideal gas equation, pV = nRT

$\Rightarrow$                                                  $\frac{p}{T} = \frac{nR}{V}$

where, $\frac{p}{T}$ represents slope of the graph.

As, the number of moles are same for the two gases.

$\Rightarrow$                $\frac{p}{T} \propto \frac{1}{V}$

$\because$                 $V_2>V_1$                                                         (Given)

$\because$            (Slope)₂ < (Slope)₁     or     (Slope)₁ > (Slope)₂