1 litre of a gas at STP is expanded adiabatically to 3 litre. Find work done by the gas. Given `gamma` = 1.40 and` 3^(1.4)= 4.65 `

1 liter dry air at STP expands adiabatically to a volume of 3L. If gamma=1.4 , the work done by air is ( 3^(1.4) = 4.655) (Take air to be an ideal gas)

Two litre of dry air at STP expands adiabatically to volume of 4 litres. If gamma 1.40 . The work done by air is (Take air to be an ideal gas ) (2^(1.4) =2.64) .

Two litre of dry air at STP expands adiabatically to volume of 4 litres. If gamma 1.40 . The work done by air is (Take air to be an ideal gas ) (2^(1.4) =2.64) .

Two litre of dry air at STP expands adiabatically to volume of 4 litres. If gamma = 1.40 . The work done by air is (Take air to be an ideal gas ) (2^(1.4) =2.64) .

If a monoatomic ideal gas of volume 1 litre at N.T.P is compressed adiabatically to half of its volume, find the work done on the gas. Also find the work done if the compression is isothermal. (gamma=5//3)

3 mol ideal gas expands isothermally & reversibly to 100 L at STP . Find the work done by the gas ?

A litre of dry air at STP expands isothermally to a volume of 3 litres. The work done by air is : (l n 3=1.1) [Take air to be an ideal gas]

A litre of dry air at STP expands isothermally to a volume of 3 litres. The work done by air is : (l n beta=1.1) [Take air to be an ideal gas]