Two insulating cylinders a and b fitted with pistons contain equal amount of ideal diatomic gas at temperature 300k the piston a is free to move while that of b is held fixed the same amount of heat is given to the gas in each cylinder if the rise in temperature of the gas in a is 30k the the rise in temperature of gas b is
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Since the piston of A is free to move, the pressure inside the cylinder A remains the same. Thus, for given heat H to the system,
H=nCPΔT1
The piston in cylinder B is fixed. Thus volume remains constant.
H=nCVΔT2
⟹ΔT1ΔT2=CVCP
=1.4
⟹ΔT2=42 K
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