Chittaranjan Dasgupta and Asok Kumar Das Solutions for Chapter: Kinetic Theory of Gases, Exercise 1: EXERCISE
Chittaranjan Dasgupta Physics Solutions for Exercise - Chittaranjan Dasgupta and Asok Kumar Das Solutions for Chapter: Kinetic Theory of Gases, Exercise 1: EXERCISE
Attempt the practice questions on Chapter 20: Kinetic Theory of Gases, Exercise 1: EXERCISE with hints and solutions to strengthen your understanding. A Text Book of PHYSICS PART I : CLASS 11 solutions are prepared by Experienced Embibe Experts.
Questions from Chittaranjan Dasgupta and Asok Kumar Das Solutions for Chapter: Kinetic Theory of Gases, Exercise 1: EXERCISE with Hints & Solutions
There is a mixture of hydrogen and oxygen in a vessel. The rms velocity of oxygen molecules is

The wall of a gas container experiences a pressure because

A vessel of volume litre contains molecules of a gas. Each molecule has a mass . The rms velocity is . The pressure approximately is equal to

The kinetic energy per gram molecule of helium gas at is given by [Given, ]

If be the Boltzmann constant and to the temperature, then the average kinetic energy of each molecule of a gas will be

The pressure for ideal gas is and the average energy per unit volume is . The relation between and is,

The ratio of the most probable velocity and velocity of the molecules of a given gas at a given temperature is

The speed of an ideal gas is . The volume of the gas is doubled keeping its temperature unchanged. The speed will now be
