Match the description in Column I with graph in Column II for n moles of an ideal gas at constant temperature.
Column I
Column II
A) P/V vs P
P)
B) P/V vs V
Q)
C) V/P vs 1/P²
R)
D) P/V vs log P
S)

Question

Match the description in Column I with graph in Column II for n moles of an ideal gas at constant temperature. Column I Column II A) P/V vs P P) B) P/V vs V Q) C) V/P vs 1/P 2 R) D) P/V vs log P S)

TestHub · Accepted Answer

At constant T with PV = nRT: P/V = P 2 /nRT, so P/V vs P is an upward parabola through the origin (A→S). P/V = nRT/V 2 , so P/V vs V is a decaying rectangular-hyperbola-type curve (B→R). V/P = nRT/P 2 = nRT×(1/P 2 ), so V/P vs 1/P 2 is a straight line through the origin (C→Q). P/V = P 2 /nRT = e 2log P /nRT, so P/V vs log P rises exponentially, steeper than the parabola (D→P). Hence A→S; B→R; C→Q; D→P.

Chemistry - Ideal Gas Question with Solution | TestHub

Options:

Doubts & Discussion

Column I	Column II
A) P/V vs P	P)
B) P/V vs V	Q)
C) V/P vs 1/P²	R)
D) P/V vs log P	S)