[" For the system shown in figure,the cylinder on the left,at L,has a mass of "600kg" and a cross- "],[" sectional area of "800cm^(2)" .The pilled with oil "S" ,has ros-sectional a5"cm^(2)" and negligible "],[" weight.If the apparatus is filled with oil ( "rho=0.78g/cm^(3))," find the force "F" required to hold the "],[" system in equilibrium as shown in figure."]

For the system shown in figure, the cylinder on the left, at L, has a mass of 600 kg and a cross-sectional area of 800 cm^(2) . The piston on the right, at S, has cross-sectional area 25 cm^(2) and negligible weight. If the apparatus is filled with oil (rho=0.78 g//cm^(3)) , what is the force F required to hold the system is equilibrium? .

For the system shown in figure, the cylinder on the left, at L, has a mass of 600 kg and a cross-sectional area of 800 cm^(2) . The piston on the right, at S, has cross-sectional area 25 cm^(2) and negligible weight. If the apparatus is filled with oil (rho=0.78 g//cm^(3)) , what is the force F required to hold the system is equilibrium? .

For the system shown in the figure the cylinder on the left at L has a mass of 600 kg and a cross sectional area of 800cm^(2) the piston on the right at S has cross sectional area 25cm^(2) and negligible weight if the apparatus is filled with oil (rho=0.75gm//cm^(3)) find thhe force F required to hold the system in equilibrium.

For the system shown in the figure the cylinder on the left at L has a mass of 600 kg and a cross sectional area of 800cm^(2) the piston on the right at S has cross sectional area 25cm^(2) and negligible weight if the apparatus is filled with oil (rho=0.75gm//cm^(3)) find thhe force F required to hold the system in equilibrium.

A cylindrical object of cork of mass 15 g and cross-sectional area A_(1) = 10 cm^(2) floats in a pan of water as shown in the figure. An aluminum, cylinder of mass 25 g and cross-sectional area A_(2) = 2 cm^(2) is attached 4 cm below the cork and slides through a watertight frictionless hole in the bottom of the pan. Take density of the cork, rho = 0.2 g//cm^(3), rho_("aluminium") = 2.7 g//cm^(3), g = 10 m//s^(2) . Based on the above information, answer the following questions. The length of the cork cylinder inside the water in equilibrium is

A cylindrical object of cork of mass 15 g and cross-sectional area A_(1) = 10 cm^(2) floats in a pan of water as shown in the figure. An aluminum, cylinder of mass 25 g and cross-sectional area A_(2) = 2 cm^(2) is attached 4 cm below the cork and slides through a watertight frictionless hole in the bottom of the pan. Take density of the cork, rho = 0.2 g//cm^(3), rho_("aluminium") = 2.7 g//cm^(3), g = 10 m//s^(2) . Based on the above information, answer the following questions. The length of the cork cylinder inside the water in equilibrium is

A cylindrical object of cork of mass 15 g and cross-sectional area A_(1) = 10 cm^(2) floats in a pan of water as shown in the figure. An aluminum, cylinder of mass 25 g and cross-sectional area A_(2) = 2 cm^(2) is attached 4 cm below the cork and slides through a watertight frictionless hole in the bottom of the pan. Take density of the cork, rho = 0.2 g//cm^(3), rho_("aluminium") = 2.7 g//cm^(3), g = 10 m//s^(2) . Based on the above information, answer the following questions. The tension in the string joining the cork and aluminium cylinder is

A cylindrical object of cork of mass 15 g and cross-sectional area A_(1) = 10 cm^(2) floats in a pan of water as shown in the figure. An aluminum, cylinder of mass 25 g and cross-sectional area A_(2) = 2 cm^(2) is attached 4 cm below the cork and slides through a watertight frictionless hole in the bottom of the pan. Take density of the cork, rho = 0.2 g//cm^(3), rho_("aluminium") = 2.7 g//cm^(3), g = 10 m//s^(2) . Based on the above information, answer the following questions. The tension in the string joining the cork and aluminium cylinder is

A circular coil with a cross-sectional area of 4cm^(2) has 10 turns. It is placed at the center of a long solenoid that has 15 turns/cm and a cross sectional area of 10cm^(2) , shown in the figure. The axis of the coil conicides with the axis of the solenoid. What is their mutual inductance?

A circular coil with a cross-sectional area of 4cm^(2) has 10 turns. It is placed at the center of a long solenoid that has 15 turns/cm and a cross sectional area of 10cm^(2) , shown in the figure. The axis of the coil conicides with the axis of the solenoid. What is their mutual inductance?