Problems of finding the ratio of volume/SA if ratio of radius and height of cones is given

Problems of finding the ratio of volume/SA if ratio of radius and height of cylinders is given

Problems of finding the ratio of volume/SA if ratio of radius of spheres is given

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

Find the ratio of the volume of a cone and a cylinder of same radii and same heights.

Find the ratio of the volume of a cone and a cylinder of same radii and same heights.

The ratio of the volume of two cones is 2:9 , find the ratio of their radii if the height of the second cone is double the height of the first:

The radius and height of a right circular cone are in the ratio of 5:12 and its volume is 2512 cm^3 The slant of height of the cone is

The lengths of radii of a solid right crcular cone and a solid sphere are equal. If their - volumes be also equal, then find the ratio of the radius of the sphere and the height of the cone.