A right circular cone is inscribed in a sphere of radius a.
Express the volume v of the cone as a function of its slant height x.

A right circular cylinder is inscribed in a sphere of radius r. Express the volume v of the cylinder as a function of its height x.

A cone is inscribed in a sphere of radius 12 cm. If the volume of the cone is maximum, find its height.

Height of greatest cone inscribed in a sphere of radius r is

A right circular cone whose base radius is 4 is inscribed in a sphere of radius 5. what is the ratio of the volume of the cone to the volume of the sphere?

A cone of height h is inscribed in a sphere of radius R , if the volume of the inscribed cone is maximum, then the value of h : R will be-

The height of the cone of maximum volume inscribed in a sphere of radius R is

The height of the cone of maximum volume inscribed in a sphere of radius R is

The length of radius of base of a solid right circular cone is equal to the length of radius of a solid sphere . If the volume of the sphere is 2 times the volume of the cone , then find the ratio of the height and radius of base of the cone .