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 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.

If a right circular cylinder of height 10 is inscribed in a sphere of radius 6, what is the volume of the cylinder ?

A cylinder is inscribed in a sphere of radius r What is the radius of the cylinder of maximum volume ?

Show that when the curved surface of a is right circular cylinder inscribed in a sphere of radius R is maximum , then the height of the cylinder is sqrt(2R) .

If the curved surface of right circular cylinder inscribed in a sphere of radius r is maximum. Show that the height of the cylinder is sqrt(2) r.

A cylinder is inscribed in a sphere of radius R . The volume V of the cylinder is written as v=f(x), wherex is the height of the cylinder