Correct Answer - A
a. From ideal gas equation,
`PV = mu RT`
`:. P = (mu RT)/(V) T`
Comparing, this equation with `y = mx`
slope of line, `tan theta = m mu R//V`
i.e., `V prop (1)/(tan theta)`
It means line of smaller slope represents greater volume of gas
For the given problem figue
Point 1 and 2 are on the same line, so they will represent same volume, i.e., `V_(1) = V_(2)`
Similarly point 3 and 4 are on the same line, so they will represent same volume `V_(3) = V_(4)`, ltbRgt But `V_(1) gt V_(3) (= V_(4)` or `V_(2) gt V_(3) = V_(4)` as slope of line `-2` is less than that of 3-4.