Dry air at `15^0 C` and 10 atm is suddenly released at atmospheric pressure. Find the final temperature of the air `[C_p / C_v = 1.41]`.

Dry air at 15^@C and 10 atm is suddenly released at atmospheric pressure. Find the final temperature of air (C_P/C_V=1.5)

Dry air at 10 atm pressure and 15^circ C is suddenly compressed to compressed to atmospheric pressure. Find the new temperature. Given gamma=1.41 , log 2.88= 0.4594 , log 1.474=0.1686 .

1mol of an ideal gas at 400K and 10atm is allowed to expand, adiabatically, against 2.0atm external pressure. Find the final temperature of the gas. [Use: C_(v) = (5)/(2)R]

1mol of an ideal gas at 400K and 10atm is allowed to expand, adiabatically, against 2.0atm external pressure. Find the final temperature of the gas. [Use: C_(v) = (5)/(2)R]

A gas at 27^(@)C and pressure of 30 atm is allowed to expand to atmosphere pressure and volume 15 times larger. The final temperature of the gas is ______

10 itres of monoatomic gas at 0^(@) C and 10 atm pressure is suddenly released to 1 atm pressure and the gas expands adibatically against the constant pressure. The final temperature and the volume of the gas respectively are :

The tyre of a motorcar bursts suddenly when air was being pumped in it. The internal pressure became 3 times the atmospheric pressure during pumping. If the initial temperature of the air inside the tyre is 27^(@)C , what will be the decrease in temperature of air due to the bursting of tyre? for air, gamma = 1.4 .

10 litre of a monoatomic ideal gas at 0^(@)C and 10 atm pressure is suddenly released to 1 atm pressure and the gas expands adiabatically against this constant pressure. The final volume (L) of the gas.