Match the following
Column I
Column II
A) Boyle's law
P) (dP/dV)_T = -P/V
B) Charle's law
Q) (dV/dT)_P = V/T
C) Avogadro's law
R) [d(PV)/dP]_T = 0
D) Graham's law
S) (dV/dn)_P,T = RT/P

T) -dP/dt = k/√(d)

Question

Match the following

Column I	Column II
A) Boyle's law	P) (dP/dV)_T = -P/V
B) Charle's law	Q) (dV/dT)_P = V/T
C) Avogadro's law	R) [d(PV)/dP]_T = 0
D) Graham's law	S) (dV/dn)_P,T = RT/P
	T) -dP/dt = k/√(d)

TestHub · Accepted Answer

Boyle's law: PV = constant at fixed T, so P = c/V gives (dP/dV) T = -c/V 2 = -P/V (P), and differentiating PV = constant w.r.t. P gives [d(PV)/dP] T = 0 (R). Charle's law: V = kT at fixed P, so (dV/dT) P = k = V/T (Q). Avogadro's law: V = (RT/P)n at fixed P,T, so (dV/dn) P,T = RT/P (S). Graham's law: rate of diffusion ∝ 1/√(d), so -dP/dt = k/√(d) (T). Hence A→P,R; B→Q; C→S; D→T.

Chemistry - Ideal Gas Question with Solution | TestHub

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