An ideal gas having molecular mass `M_0` is in a container moving with velocity `v`. If container is suddeny stopped then find rise in temperature of gas. (`gamma = 1.4`)

A monoatomic gas of mass 4.0 u is kept in an insulated container. Container is moving with velocity 30 m/s. if container is suddenly stopped then change in temperature of the gas (R= gas contant ) is (X)/(3R) Value of x is ____

An insulated container containing monoatomic gas of molar mass m is moving with a velocity V_(0) . If the container is suddenly stopped , find the change in temperature .

A diatomic gas of moleculer weight 30 gm/mole is filled in a container at 27^(@)C. It is moving at a velocity 100 m/s. If it is suddenly stopped, the rise in temperature of gas is :

m' grams of a gas of a molecular weight M is flowing in a isolated tube with velocity 2v. If the gas flow is suddenly stopped the rise in its temperature is ( gamma= ratio of specific heats, R=universal gas constant, J=Mechanical equivalent of heat)

An insulated container containing monoatomic gas of molar mass s is moving with a velocity v_0 . If the container is suddenly stopped, find the change in temperature.

A cubical box containing a gas is moving with some velocity. If it is suddenly stopped, then the internal energy of the gas

A diatomic gas of molecular mass 40 g/mol is filled in rigid container at temperature 30^@ C . It is moving with velocity 200 m/s. If its is suddenly stopped, the rise in the temperature of the gas is

m grams of a gas of molecules weight M is flowing in an insulated tube whith velocity v. If the system is suddenly stopped then the rise in its temperature will be