The volume of an open tank with a square base of side x m is `40m^3`. Express its total surface area as a function of x.

A cuboid with a square base and given volume v is shown in figure: Express surface area 'S' as a function of x.

A right pyramid 15 cm high stands on a square base of side 16 cm. Find its total surface area.

The volume of a cube is 1, 000\ c m^3dot Find its total surface area.

The volume of a cube is 1, 000\ c m^3dot Find its total surface area.

The volume of a cube is 1, 000\ c m^3dot Find its total surface area.

A sheet of area 40m^2 is used to make an open tank with square base. Find the dimensions of the base such that the volume of this tank is maximum.

A sheet of area 40m^2 is used to make an open tank with square base. Find the dimensions of the base such that the volume of this tank is maximum.

A sheet of area 40m^(2) is used to make an open tank with square base.Find the dimensions of the base such that the volume of this tank is maximum.

If volume of a box, having square base and open top, is 108m ^(3) , then its minimum area is

The sum of radius of the base and height of a cylinder is 37 m. If the total surface area of the cylinder is 1628 m^(2) , find the curved surface area and volume of the cylinder