A milk tank is in the shape of a cyclinder with hemispheres of same radii attached to both ends of it as shown in figure. If the total height of the tank is 6m and the radius is 1m, calculate the maximum quantity of milk filled in the tank in litres. `(pi=(22)/(7))`

The bottom of a light cylindrical shaped vessel made from metallic sheet is closed by a cone shaped vessel as shown in the figure. The radius of the circular base of the cylinder and radius of the circular base of the cone each is equal to 7 cm . If the height of the cylinder is 20 cm & height of the cone is 3 cm, calculate the cost of milk of fill completely this vessel at the rate of Rs. 20/liter.

The bottom of a right cylindrical shaped vessel made from metallic sheet is closed by a cone shaped vessel as shown in the figure . The radius of the circular base of the cylinder and radius of the circular base of the cone each os equal to 7 cm . If the height of the cylinder is 20 cm and height of cone is 3 cm calculate the cost of milk to fill completely this vessel at the rate of Rs. 20 per litre.

A solid is in the form of cone mounted on a right cylinder, both having same radii as shown in the figure. The radius of the base and height of the cone are 7 cm and 9 cm respectively. If the total height of the solid is 30 cm, find the volume of the solid.

A cylinderical tank of diameter 1.4 m and height 2.1 m is being fed by a pipe of dimater 3.5 cm through which water flows at the rate of 2m/s. calculate in minutes, the time taken to fill the tank.

A tank is filled with water upto a height H=1.00m. Water is allowed to come out of a hole in one of the walls at a depth h =0.20m below the surface of water. Calculate the range of the jet of water from the orifice.

A solid wooden toy is in the form of a hemisphere surmounted by a cone of same radius. The radius of hemisphere is 3.5 cm and the total wood used in making of toy is 166(5)/(6)cm^(3) . Find the height of the toy. Also find the cost of painting the hemispherical part of the toy at the rate of Rs. 10 per cm^(2) (take pi=(22)/(7) )

Selvi's house has an overhead tank in the shape of a cylinder. This is filled by pumping water from the sump, which is cuboidal in shape. The sump has dimensions 1.57mxx1.44mxx0.95m. the overhead tank has radius 60 cm and its height is 95 cm. find the height of the water left in the sump after overhead tank has been completely filled with water from the sump, which was full. compare the capacity of tank with that of the sump.

Water flows through a cylinderical pipe of internal diameter 7 cm at 5m/s. calculate. A] Volume, in litres of the water discharged by the pipe in one minute. B] The time in minutes the pipe would take to fill and empty rectangular tank 4mxx3mxx2.31m .

A tank with a square base of area 1.0 m^2 is divided by a vertical position in the middle. The bottom of the partition has a small hinged door of area 20 cm^2 The tank is filled with water in one compartment, and an acid (of relative density 1.7) in the other. both to the height of 4.0 cm compute the force necessary to keep the door close.