A gas at `627^(0)C` is cooled that its pressure becomes `1//3` of its initial value at constant volume. Ifs final termperature is

By increasing temperature of gas by 5^(@)C its pressure increase by 0.5% from its initial value at constant volume then what is initial temperature of gas?

By increasing temperature of gas by 5^(@)C its pressure increase by 0.5% from its initial value at constant volume then what is initial temperature of gas?

By increasing temperature of gas by 5^(@)C its pressure increase by 0.5% from its initial value at constant volume then what is initial temperature of gas?

A gas is compressed adiabatically till its pressure becomes 27 times its initial pressure. Calculate final temperature if initial temperature is 27^@ C and value of gamma is 3/2.

A gas is compressed adiabatically till its pressure becomes 27 times its initial pressure. Calculate final temperature if initial temperature is 27^@ C and value of gamma is 3/2.

A perfect gas in a cylinder provided with frictionless piston is at 37^(@)C . The gas is cooled at constant pressure so that its volume becomes (4//5)th of its initial volume. Find the resulting temperature.

300 ml of gas at 27^(@)C is cooled to -3^(@)C at constant pressure. The final volume is

One mole of an ideal mono atomic gas is at a temperature T_(0) = 1000 K and its pressure is P_(0) . The gas is adiabatically cooled so that its pressure becomes (2)/(3) P_(0) . Thereafter, the gas is cooled at constant volume to reduce its pressure to (P_(0))/(3) . Calculate the total heat absorbed by the gas during the process. Take R = (25)/(3)J mol^(-1)K^(-1) and ((2)/(3))^(2//5) = 0.85

300 ml of a gas at 27^(@)C is cooled to -3^(@)C at constant pressure, the final volume is