Ten litres of dry air at `27^@C` and 76 cm pressure is compressed adiabatically to a volume of 03 liter. Assuming `gamma = 1.4` for dry air, fine the resulting pressure and temperature.

An ideal gas at 27^@C and a pressure of760 mm of mercury is compressed isotiiermally until its volume is halved. It is then expanded adiabatically to twice its original volume. If the value of gamma for the gas is 1.4. Calculate the final pressure and temperature of the gas.

A volume of dry air at 27^@C is compressed (b) suddenly to one third of its volume.Find the resulting temperature in each., case, taking y = 1.4 for air.

At constant temperature and 740 mm pressure a given sample of air had a volume of 1 litre Find the volume at 760 mm.

Air initially under a pressure of 10^5N//m^2 is compressed adiabatically to 1//16 times its original in a diesel engine. Calculate the work done in the process. gamma_(air) =1.4

When 80 litres of a gas at 27^@C and 10 atmospheres is reduced to 50 litres by increasing the pressure, the temperature increases to 37^@C . What is the final pressure on the gas assuming it to be ideal ?

Calculate the final temperature when a given mass of a gas at 0^@C is suddenly compressed adiabatically to a pressure 20 times the initial pressure gamma=1.42

The pressure of air in a car tyre is 2 atmospheres and the temperature of air inside is 27^@C . If the tyre hursts suddenly, what would be the resulting temperature ? (gamma= 1.4).

10 moles of hydrogen at N.T.p is compressed adiabatically so that its temperature becomes 400^@C . How much work in Joule is done on the gas ? What is the increase in internal energy of the gas. Given R=8.31"jmole"^-1k^-1 and gamma=1.4 .

A certain mass of gas is allowed to expand adiabatically to 6 times its original volume. Find the relation between the initial and final pressure. gamma=1.4 .

100 c.c of air are measured at 20^@C .If the temperature be raised to 50^@C , what will be the volume, pressure remaining constant.