Collisions between the molecules of a gas and its container exert pressure on the walls of the container. (T/F)

The collisions between the molecules and container exert ___________ on the walls of the container

S_(1) : "All collisions between the molecules of the gas and walls of container are elastic". This assumption has validity only when temperature of both, the gas and the walls of the container, are same S_(2) : If DeltaV=0 in a process then work done by the gas must be zero. (T/F) S_(3) : Internal energy of one kilogram of Helium is same as that of one kilogram of Argon at the same temperature.

If the forces of attraction between the molecules of a gas suddently disappear, will there be any change in pressure inside a gas container ?

In which of the following conditions, the distance between the molecules of hydrogen gas would increase ? (i) Increasing pressure on hydrongen contained in a closed container. (ii) Some hydrogen gas leaking out of the container. (iii) Increasing the volume of the contianer of hydrogen gas . (iv) Adding more hydrogen gas to the container without increasing the volume of the container.

The temperature of a gas is raised while its volume remains constant, the pressure exerted by the gas on the walls of the container increases because its molecules

The temperature of a gas is raised while its volume remains constant, the pressure exerted by the gas on the walls of the container increases because its molecules

The temperature of a gas is raised while its volume remains constant, the pressure exerted by the gas on the walls of the container increases because its molecules

Which of the following statements is wrong for gases? (a)Gases do not gave a definite shape and volume (b)Volume of the gas is equal to volume of container confining the gas (c)Confined gas exerts uniform pressure on the walls of its container in all directions (d)Mass of gas cannot be determined by weighing a container in which it is enclosed

On increasing the temperature, the root mean square speed of molecules of a gas filled in a container becomes double, now the pressure of the gas relative to the initial pressure will be