Kinetic Theory ...

The kinetic energy of $$ 1g $$ molecule of a gas at normal temperature and pressure is :

In an experiment, 1.35 mol of oxygen (O2) are heated at constant pressure starting at 11.0ºC. How much heat must be added to the gas to double its volume?

$$m$$ grams of a gas of molecular weight $$M$$ is flowing in an insulated tube with velocity $$v$$. If the system is suddenly stopped then the rise in its temperature will be (γ= ratio of specific heats, R=universal gas constant, J=Mechanical equivalent of heat)

Two cylinders contain the same amount of ideal monatomic gas. The same amount of heat is given to two cylinders. If the temperature rise in cylinder A is $$T_0$$ then temperature rise in cylinder B will be :

By the ideal gas law, the pressure of $$0.60$$ moles $${NH}_{3}$$ gas in a $$3.00\ L$$ vessel at $${25}^{o}C$$ is, given that $$R=0.082\ L$$ atm $${mol}^{-1}{k}^{-1}$$:

Mean kinetic energy (or average energy) per gm. of a molecule of a monoatomic  gas is given by :

Valency of carbon is 44. From this, we understand that there are ____chemical bond/bonds between the carbon atom and one oxygen atom in the compound-carbon dioxide.

If temperature of body increases by 10%, then increase in radiated energy of the body is :

RMS velocity of an ideal gas at $$27^o C$$ is $$500{m/s}$$, Temperature is increased four times, RMS velocity will become.

The amount of heat energy required to raise the temperature of $$1\ g$$ of helium in a container of volume $$10L$$, from $$T_{1}\ K$$ to  $$T_{2}\ K$$ is ($$N_{a} =$$ Avogadros number, $$k_{B}=$$ Boltzmann constant)