A spherical shell is heated. The Volume changes according to the equation `V_theta= V_0(1+gamma_theta)`. Does the volume refer to the volume encloded by the shell or the volume of the marerial making up the shell?

In a gas equation, PV = RT, V refers to the volume of

Volume of Spherical Shell

The outer radius of a spherical container is 5cm and the thickness of the container is 2 cm.Find the volume of the metal content of the shell.

What is the volume of the material in a spherical shell with inner radius ‘r' and outer radius 'R' ?

The volume occupied by the gas molecules v in a contains of volume V, according to kinetic theory of gases

The outer diameter of a spherical shell is 12 cm and its inner diameter is 8 cm. Find the volume of metal contained in the shell. Also, find its outer surface area.

A thin spherical shell and a thin cylindrical shell (closed at both ends) have same volume. Both the shells are filled with water at the same temperature and are exposed to the same atmosphere. Initial temperature of water is slightly greater than that of surrounding. Then at initial moment:

One mole of a gas is enclosed in a cylinde in a cyclinder and occupies a volume of 1.5 L at a pressure 1.5 atm. It is subjected to strong heating due to which temperature of the gas increase according to the relation T = alpha V^(2) , where alpha is a positive constant and V is volume of the gas. a. Find the work done by air in increasing the volume of gas to 9 L . b. Draw the P - V diagram of the process. c. Determine the heat supplied to the gas (assuming gamma = 1.5) .