The volume of cone is `462 cm^(3), r=7 cm` then h = ……. cm.

The ratio of the heights of two cones of same base is 4 : 3. If the volume of small cone is 462 pi cm^(3) , then find the volume of new cone.

The ratio of the heights of two cones of same base is 4 : 3. If the volume of small cone is 462 pi cm^(3) , then find the volume of new cone.

The volume of a cone is 1570 cm^(3) and its height is 15 cm. What is the radius of the cone ? (Use pi = 3.14 )

The volume of a cone is 18480cm^(3). If the height of the cone is 40cm.Find the radius of its base.

The volume of a cone is 18480cm^3 . If the height of the cone is 40 cm, find its radius of the base.

In a cone, r=7 cm, h=10 cm then l= ……….. cm.

In a cone, r=8 cm, h=11 cm then l= ……….. cm.

The volume of a right circular cone is 2464 cm^(3) . If the height of cone is 12 cm, then what will be the radius of its base?

Volume of cone if r = 2 cm, h = 4 cm is …………..