In the cylinder shown in the figure, air is enclosed under the piston. Piston mass M=60 kg, crosssectional area of the cylinder `S_(0)=20cm^(2)` atmospheric pressure `P_(0)=10^(5) pa alpha=37^(@)`. The air temperature is constant, the friction is negligible.

What is the pressure of the enclosed gas?

In the cylinder shown in the figure, air is enclosed under the piston. Piston mass M=60 kg, crosssectional area of the cylinder S_(0)=20 cm^(2) atmospheric pressure P_(0)=10^(5) pa alpha=37^(@) . The air temperature is constant, the friction is negligible. What is the mass of the goods that must be put on the piston so that the volume of the gas becomes half?

A cylinderical vessel contaning liquid is closed by a smooth piston of mass m. the area of cross-section of the piston is A. if the atmospheric pressure is P_(0), Find the pressure of the liquid just below the piston.

A cylindrical vessel containing a liquid is closed by a smooth piston of mass "100g" as shown in the figure.The radius of the piston is "10cm" .If the atmospheric pressure is P_(0) then the pressure difference of the liquid just below the piston and the atmospheric pressure is (g=10m/s^(2))

A cylidrical vesel containing a liquid is closed by a smooth piston of mass m as shown in the figure. The area of cross section of the piston is A. If the atmospheric pressure is P_0 , find the pressure of the liquid just below the piston. ,

A cylidrical vesel containing a liquid is closed by a smooth piston of mass m as shown in the figure. The area of cross section of the piston is A. If the atmospheric pressure is P_0 , find the pressure of the liquid just below the piston. ,

A cylindrical vessel containing a liquid is closed by a smooth piston of mass m as shown in the figure. The area of cross section of the piston is A. If the atmospheric pressure is P_0 , find the pressure of the liquid just below the piston. ,

A cylindrical vessel containing a liquid is closed by a smooth piston of mass m as shown in the figure. The area of cross section of the piston is A. If the atmospheric pressure is P_0 , find the pressure of the liquid just below the piston. ,

In the arrangement shown in Fig. gas is thermally insulated. An ideal gas is filled in the cylinder having pressure P_(0) (gt atmospheric pressure P_(0) ). The spring of force constant K is initially unstretched. The piston of mass m and area S is frictionless. In equilibrium, the piston rises up by distance x_(0) , then

The fixed non-conducting cylinder shown in figure has a noconducting heavy piston of mass M that can slide without friction. The area of piston is S and the cylinder is filled with an ideal gas (lambda=1.5) with an initial volume V and an initial pressure P . Assume that the outside pressure on the piston is zero (vaccum). (Neglect acceleration due to gravity). For the temperature of the gas to drop to one half of its original value. the piston will have to move by a distance: