A cone of radius `R` and height `H`, is hanging inside a liquid of density `rho` by means of a string as shown in figure. The force due to the liquid acting on the slant surface of the cone is

The cone of radius R and height H is hanging inside a liquid of density by means of a string a shwon in the figure.

The cone of radius R and height H is hanging inside a liquid of density by means of a string a shwon in the figure.

A cone of radius .R. and height H is immersed fully inside a liquid of density by means of a string. The force due to the liquid acting on the slant surface of the cone is (neglect atmospheric c pressure)

The pressure inside a liquid of density rho at a depth h is :

A solid cone of height H and base radius H/2 floats in a liquid of density rho . It is hanging from the ceiling with the help of a string. The force by the fluid on the curved surface of the cone is ( P_(0) = atmospheric pressure)

A solid cone of height H and base radius H/2 floats in a liquid of density rho . It is hanging from the ceiling with the help of a string. The force by the fluid on the curved surface of the cone is ( P_(0) = atmospheric pressure)

A cone of radius r and height r is under a liquid of density d.its base is parallel to the free surface of the liquid at a depth H from it as shown.What is the net force due to liquid on its curved surface? (neglect atmospheric pressure)

Consider a regular tank of size (lxxb) filled with a liquid of density rho to a height H as shown in figure. Find the force at the base and on the wall of the tank.

Consider a regular tank of size (lxxb) filled with a liquid of density rho to a height H as shown in figure. Find the force at the base and on the wall of the tank.

A solid cone of uniform density and height 2R and base radius R has a conical portion scooped out form its base with the same base radius but height R as shown in the figure. The solid cone is floating in a liquid of density rho with vertex A touching the fluid surface . If atomospheric pressure is P_0 the force acting on the surface BCD due to liquid is