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Q.

Match the process given in column-I with the expression of thermodynamic functions given in column-II

 Column-I Column-II
AReversible isothermal expansion of an ideal gasP    w=2.303nRTlog(V2V1)
BReversible  adiabatic compression of an ideal gasQ     PVγ=constant
CIrreversible adiabatic expansion of an ideal gasR      w=nR(γ1)(T2T1)
DIrreversible isothermal compression Of an ideal gasS       ΔH=0

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a

A-Q ; B-R; C-S; D-P

b

A-P,S ; B-Q,R; C-R; D-S

c

A-P ; B-S; C-R; D-Q

d

A-Q,R ; B-S; C-R; D-P,S

answer is B.

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Detailed Solution

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a) Reversible isothermal 

w=2.303nRTlogV2V1

ΔH=nCVΔT=0

b)Reversible adiabatic 

PVγ=const

w=nRγ1[T2T1]

c)Irreversible adiabatic 

w=nRγ1[T2T1|PVγconst

d) Irreversible isothermal

ΔH=0

w2.303nRTlogV2V1

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