Ratio of volumes of a cone, a cylinder and a hemisphere of same base, radius and equal heights is ………..

Ratio of volumes of a cylinder and a hemisphere of equal radius and heights is ………..

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

The ratio of volume of a cone and cylinder of equal diameter and height is

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

A cone, a cylinder and a hemisphere stand on equal bases and have equal heights. The ratio of their volumes is

The radius of a cylinder and a hemisphere is equal and their volumes are equal. The height of the hemisphere is greater than the height of the cylinder by.

7.A cylinder and a cone have oqual radi of their bases A cylinder and a cone have equal radii of their bases and equal heights.If their curved surface areas in the ratio 8:5, the ratio of their radius and height is 7.

If the radius of a cylinder and hemisphere is same and their height is also equal then the ratio of their volume is

What will be the ratio of the volumes of a solid cone , a solid hemisphere and a solid cylinder when their radii of bases and heights are equal ?