The pressure of the air inside the motor tyre is 2 atmosphere and the temperature is `27^@C`. If it suddenly bursts, the final temperature will be `(gamma=1.4)` :

A tyre has air pumped at a pressure of 4 atmosphere at the room temperature 27^(@)C. If the tyre bursts suddenly calculate the final temperature. gamma =1.4

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).

A tyre is pumped to a pressure of 3.375 atmospheres and at 27^@C suddently bursts.What is the final temperature? (gamma=1.5) .

The pressure in the tyre of a car is four times the atmospheric pressure at 300 K. if this tyre suddenly bursts, Its new temperature will the (gamma=1.4)

The pressure inside a tyre is 4 atm at 27^(@)C .If the tyre bursts suddenly, its final temperature will be

A motor car tyre has a pressure of 2 atmosphere at room temperature of 27^(@)C . If the tyre suddenly bursts, find the resulting temperature (in kelvin).

A tyre pumped at a pressure of 3.375 atm and at 27^(@)C suddenly bursts. What is the final temperature? (gamma=1.5)

A tyre pumped to a pressure 3.375 atm "at" 27^(@)C suddenly bursts. What is the final temperature (gamma = 1.5) ?

A tyre pumped to a pressure 3.375 atm "at" 27^(@)C suddenly bursts. What is the final temperature (gamma = 1.5) ?