A cylinder-shaped tank is surmounted by a cone of equal radius. The height of the cone is 6 m and the total height of the tank is 18 m. Find the volume of the tank if the base radius of the cylinder is 5 m.

Question

A cylinder-shaped tank is surmounted by a cone of equal radius. The height of the cone is 6 m and the total height of the tank is 18 m. Find the volume of the tank if the base radius of the cylinder is 5 m. (A) 1650 m 3 (B) 1244 m 3 (C) 1100 m 3 (D) 2200 m 3

Tardigrade Admin · Accepted Answer

Required volume is the sum of the volumes of conical part and cylindrical part.

Q. A cylinder-shaped tank is surmounted by a cone of equal radius. The height of the cone is $6 m$ and the total height of the tank is $18 m$ . Find the volume of the tank if the base radius of the cylinder is $5 m$ .

$1650 m^{3}$

$1244 m^{3}$

$1100 m^{3}$

$2200 m^{3}$

Required volume is the sum of the volumes of conical part and cylindrical part.

Q. A cylinder-shaped tank is surmounted by a cone of equal radius. The height of the cone is 6m and the total height of the tank is 18m. Find the volume of the tank if the base radius of the cylinder is 5m.

1650m3

1244m3

1100m3

2200m3

Required volume is the sum of the volumes of conical part and cylindrical part.

Q. A cylinder-shaped tank is surmounted by a cone of equal radius. The height of the cone is $6 m$ and the total height of the tank is $18 m$ . Find the volume of the tank if the base radius of the cylinder is $5 m$ .

$1650 m^{3}$

$1244 m^{3}$

$1100 m^{3}$

$2200 m^{3}$