GMAT Quantitative Reasoning › Calculating the volume of a cylinder
Find the volume of a cylinder whose height is and radius is
.
The height and the circumference of a cone are equal. The radius of the cone is 6 inches. Give the volume of the cone.
The height of a cylinder is twice the circumference of its base. The radius of the base is 10 inches. What is the volume of the cylinder?
Find the volume of a cylinder whose height is and radius is
.
A right circular cylinder has bases of radius ; its height is
. Give its volume.
The height of a cylinder is ; its bases are circles with radius
.
Give the volume of the cylinder.
Consider the Circle :
(Figure not drawn to scale.)
Suppose Circle is the base of a cylindrical silo that has a height of
. What is the volume of the silo in meters cubed?
A given cylinder has a radius of and a height of
. What is the volume of the cylinder?
A cylindrical gas tank is 30 meters high and has a radius of 10 meters. How much oil can the tank hold?
A large cylinder has a height of 5 meters and a radius of 2 meters. What is the volume of the cylinder?