A cylindrical vassel is full of water. How many cones having same diameter and height as that of the cylinder will be needed to store that water .

A right cylindrical vessel is full with water. How many right cones having the same diameter and height as that of the right cylinder will be needed to store that water ? (Take pi = (22)/(7) ).

A right cylindrical vessel is full of water.How many right cones having the same radius and height as those of the right cylinder will be needed to store that water? (a) 23quad (c)4quad (d)8

A cylindrical vessel is completely filled with water.In it a cylindrical object having diameter half of the internal diameter and height half of the height of the given cylinder is put.What will be the ratio of the quantity of the remaining water and quantity of water in the beginning ?

A cylinder and a right circule cone are having the same bases and same height. The volume of the cylinder is the times the volume of the cone.

A conical flask is full of water. The flask has base radius r and height h. This water is poured into a cylindrical flask of base radius mr. The height of water in the cylindrical flask is

A cylindrical rod of length h is melted and cast into a cone of base radius twice that of the cylinder. What is the height of the cone ?

Find the volume of a cylinder of the same base radius and the same height as that of a cone is

A cylindrical vessel with internal diameter 10 cm and height 10.5 cm is full of water. A solid cone of base diameter 7 cm and height 6 cm is completely immersed in water. Find the value of water (i) displaced out of the cylinder. (ii) left in the cylinder. (Take pi=22//7 )

A sphere, a cylinder and a cone having same radius and height of cylinder and cone are equal to diameter of sphere. Ratio of their volume are