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Match the column :- {:(,"Column - I",...

Match the column :-
`{:(,"Column - I",,"Column - II",),(A,"Adiabatic process",P,q=0,),(B,"Isothermal process",Q,DeltaH=0,),(C,"Isoenthalpic process",R,DeltaT=0,),(D,"Isoentropic process",S,DeltaS=0,):}`

A

`AtoP,BtoS,CtoQ,DtoR`

B

`AtoQ,BtoP,CtoS,DtoR`

C

`AtoP,BtoR,CtoQ,DtoS`

D

`AtoP,BtoR,CtoS,DtoQ`

Text Solution

AI Generated Solution

The correct Answer is:
To solve the problem of matching the processes in Column I with their corresponding conditions in Column II, we will analyze each process step by step. ### Step-by-Step Solution: 1. **Adiabatic Process (A)**: - In an adiabatic process, there is no heat transfer between the system and its surroundings. This means that the heat (Q) is equal to 0. - **Match**: A → P (q = 0) 2. **Isothermal Process (B)**: - An isothermal process occurs at a constant temperature. Therefore, the change in temperature (ΔT) is equal to 0. - **Match**: B → R (ΔT = 0) 3. **Isoenthalpic Process (C)**: - An isoenthalpic process is characterized by constant enthalpy. This means that the change in enthalpy (ΔH) is equal to 0. - **Match**: C → Q (ΔH = 0) 4. **Isoentropic Process (D)**: - An isoentropic process is defined by constant entropy. Thus, the change in entropy (ΔS) is equal to 0. - **Match**: D → S (ΔS = 0) ### Final Matches: - A → P (q = 0) - B → R (ΔT = 0) - C → Q (ΔH = 0) - D → S (ΔS = 0) ### Summary of Matches: - A (Adiabatic process) → P (q = 0) - B (Isothermal process) → R (ΔT = 0) - C (Isoenthalpic process) → Q (ΔH = 0) - D (Isoentropic process) → S (ΔS = 0)
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