A bucket has a circular top and bottom and a height of 14 inches. The top, with a
radius of 6 inches, is slightly larger than the bottom, with a radius of 5 inches. The
volume of the bucket can be estimated by assuming that it is a cylinder whose
base is either the top circle or the bottom circle. Using 3.14 as the value of it, find
the volume using the top of the bucket as the base. Find the volume of the bucket
using the bottom of the bucket as the base.
Using the top of the bucket as the base of the approximating cylinder, the volume of the bucket would be
(Round to the nearest integer as needed.)
in.
Using the bottom of the bucket as the base of the approximating cylinder, the volume of the bucket would be
(Round to the nearest integer as needed.)
in..