The cloth required to make a right circular conical tent is `188 4/7` sq meter. If the circumference of bae of the tent is `37 5/7` metre, find the slant height, radius ad height of the tent.

77 sq-cm tripal is required to make a right circular conical tent. If the slant height of the tent is 7m, then calculate the base area of the tent.

77 sq m tripal is required to make a right circular conical tent. If the slant height of the tant is 7 m then what is the area of the base of the tent?

The volume of a right circular conical tent is 1232c c . If the height of the tent be 24 metres, the area of the base of the cone will be .

If the circumference of the bases of a right circular cone 2*2 metres and its height be 45 dcm. Then find volume of the cone .

To prepare a tent of shaped a right circular cone, it needs 77 sq-metres of canvas. If the slant height of the tent be 700 cm. then find the area of the tent.

The lower part of a radius tent is a right circular cylinder and its upper part is a right circular cone . If the diameter of base of the tent be 105 metre , the height of the cylindrical part is 3 metre and the slant height of the conical part be 53 metre , then what quantity of canvas will be needed to make the tent ?

The area of curved surface of a right circular cone is sqrt 5 times that of the base of the cone, find the fatio of the height and the radius of the base of the cone.

The lower part of a tent is in the form of a right circular cylinder whose height is 3.25metre. The upper part of the tent is in the form of a right circular cone. The total height of the tent is 9.25 metre and diameter of the base is 5 metre. How much tripol is required to make the tent?

A right circular cone of same radius is made by melting a right circular cylindrical piece of metal of radius 2 metre and height 3.5 metre . Find the height of the cone .