A `5L` cylinder contained `10` moles of oxygen gas at `27^(@)C`. Due to sudden leakage through the hole, all the gas escaped into the atmosphere and the cylinder got empty. If the atmospheric pressure is `1.0atm`, calculate the work done by the gas.

A 5 litre cylinder contained 10 moles of oxygen gas at 27^(@)C . Due to sudden leakage through the hole, all the gas escaped into the atmosphere and the cylinder got empty. If the atmosphere pressure is 1.0 atm. Calculate the work done by the gas. Assuming gas to be ideal.

A 6 litre cylinder contained 280 g of N_(2) gas at 27^(@) C. Due to sudden leakage through the hole, all the gas escaped into atmosphere and the cylinder became empty.If the atmospheric pressure is 1.0 atmosphere, calculate the work done by the gas.

A 5.0 litres cylinder contained 10 moles of hydrogen gas at 27°C. Due to leakage, entire gas escaped into the atmosphere. The atmospheric pressure is 1.0 atm. Calculate the work done by the gas assuming hydrogen to be an ideal gas.

A6L cylinder contains 10 mol oxygen gas at 27^(@)C. If the whole gas escapes isothermally into atmosphere having a pressure of 1 atm, how much work is done by the gas

One mole of an ideal gas is expanded from a volume of 3L to 5L under a constant pressure of 1 atm. Calculate the work done by the gas.

A gas expands from 75 liter to 125 liter at a constant pressure of 4 atmosphere. If one atmospheric pressure is 1.0 x 10^(5) "Pa" (Nm^(-2)) , calculate the work done by the gas during this expansion.

Three moles of helium gas at one atmosphere are compressed reversibly and isothermally at 127^(@)C to 5 atmospheres. Calculate the work done.

A gas expands 0.5 L against a constant pressure at 1 atm. Calculate the work done in joule and calorie.

A gas cylinder contains oxygen gas at 25^@C and 15.0 atm. If the temperature of the surroundings rises to 42^@C , what would be the pressure of the gas in the cylinder ?