A non conducting piston of mass m and area of cross section A is placed on a non conducting cylinder as shown in figure. Temperature, spring constant, height of the piston are given by T,K,h respectively. Initially spring is relaxed and piston is at rest. Find
(a) Number of moles
(b) Work done by gas to displane the piston by distance d when the gas is heated slowly.
(c ) Find the final temperature

Method 3 of W Mass of a piston shown in Fig. is m and area of cross-section is A. Initially spring is in its natural length. Find work done by the gas.

Method 3 of W Mass of a piston shown in Fig. is m and area of cross-section is A. Initially spring is in its natural length. Find work done by the gas.

2 moles of a diatomic gas are enclosed in a cylinder piston arrangment. The area of cross section and mass of the piston are 1 cm^(2) and 1 kg respectively. A heater is supplying heat to the gas very slowly. Find heat supplied (in joule) by the heater is the piston moves through a distance of 10 cm. .

2 moles of a diatomic gas are enclosed in a cylinder piston arrangment. The area of cross section and mass of the piston are 1 cm^(2) and 1 kg respectively. A heater is supplying heat to the gas very slowly. Find heat supplied (in joule) by the heater is the piston moves through a distance of 10 cm. .

A gas is filled in the cylinder shown in fig. The two pistons are joined by a string. If the gas is heated, the right piston will

A non - conducting piston of mass m and are S_(0) divides a non - conducting, closed cylinder as shown in the figure. A piston having mass m is connected with the top wall of the cylinder by a spring of force constant k. The top part is evacuated and the bottom part is evacuated and the bottom part contains an ideal gas at a pressure P_(0) in the equilibrium position. Adiabatic exponent gamma and in equilibrium length of each part is l. (neglect friction). Find the angular frequency for small oscillation.

A non - conducting piston of mass m and are S_(0) divides a non - conducting, closed cylinder as shown in the figure. A piston having mass m is connected with the top wall of the cylinder by a spring of force constant k. The top part is evacuated and the bottom part is evacuated and the bottom part contains an ideal gas at a pressure P_(0) in the equilibrium position. Adiabatic exponent gamma and in equilibrium length of each part is l. (neglect friction). Find the angular frequency for small oscillation.

A smooth piston of mass m area of cross - section A is in equilibrium in a gas jar when the pressure of the gas is P_(0) . Find the angular frequency of oscillation of the piston, assuming adiabatic Change of state of the gas.

A smooth piston of mass m area of cross - section A is in equilibrium in a gas jar when the pressure of the gas is P_(0) . Find the angular frequency of oscillation of the piston, assuming adiabatic Change of state of the gas.