At a given temperature, rotational kinetic energy of diatomic gas is `K_(0)`. Find its translational and total kinetic energy.

A solid sphere is rolling is rolling without slipping on a horizontal ground. Its rotational kinetic energy is 10 J. Find its translational ad total kinetic energy.

A solid sphere is rolling is rolling without slipping on a horizontal ground. Its rotational kinetic energy is 10 J. Find its translational ad total kinetic energy.

(A): According to the law of equipartition of energy, internal energy of an ideal gas at a given temperature, is equally distributed in translational and rotational kinetic energies. (R) : Rotational kinetic energy of a mono. atomic gas is equal to its translational kinetic energy

At a given temperature internal energy of a monoatomic, diatomic and non - linear gas is (U_(0) each. Find their translational and rotiational kinetic energies separately.

At a given temperature internal energy of a monoatomic, diatomic and non - linear gas is (U_(0) each. Find their translational and rotiational kinetic energies separately.

Assertion: A solid sphere and a hollow sphere are rolling on ground with same total kinetic energies. if translational kinetic energy of solid sphere is K, then translational kinetic energy of follow sphere should be greater than K. Reason: In case of hollow sphere rotational kinetic energy is less than its translational kinetic energy.

Assertion: A solid sphere and a hollow sphere are rolling on ground with same total kinetic energies. if translational kinetic energy of solid sphere is K, then translational kinetic energy of follow sphere should be greater than K. Reason: In case of hollow sphere rotational kinetic energy is less than its translational kinetic energy.

The translational kinetic energy of diatomic gas for one mole of the gas is equal to

The mean rotational kinetic energy of a diatomic molecule at temperature T is :