Volume of a Cylinder

Find the ratio of the volumes of a cylinder and a cone having equal radius and equal height.

Volume And Capacity|Volume Of Cuboid |Volume Of Cube|Volume Of Cylinder|Volume Of Cone|Volume Of Sphere|Volume Of Hemisphere|NCERT Example

Volume And Capacity|Volume Of Cuboid|Volume Of Cube|Volume Of Cylinder|Volume Of Cone|Volume Of Sphere|Practice Problems

Volume Of Cylinder|Questions|Volume Of Cone|Questions|Volume Of Sphere|Questions|OMR

Height and radius of a cylinder are increased by 10%, then the volume of the cylinder, is

The radius of the base of a cylinder is 14 cm and height is 6 cm. The volume of the cylinder is :

The radius and height of a cylinder are equal. If the radius of the sphere is equal to the height of the cylinder, then the ratio of the rates of increase of the volume of the sphere and the volume of the cylinder, is

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 cylinder and a cone have the same height and the same radius. The volume of the cylinder is 24cm^(3) . What will be the volume of the cone?