Exam 28: Volume Measurement-Cylinders

How many cubic yards of sand will fit in a cylinder that has an inside diameter of 8 feet and a height of 12 feet?

Find the volume of a circular cylinder with a radius of 5 feet and height of 4 feet.

How many cubic feet of concrete are needed for a foundation that is 20 feet 6 inches in diameter and 2 feet 6 inches deep?

When finding the volume of a cylinder all measurements must be in the same units before proceeding to multiply.

A loading dock is supported by two solid concrete piers. The piers are each 2 feet in diameter and 14 feet high. How many cubic feet of concrete do the two piers contain?

Two tubes have a length of 5 feet and one tube has a length of 3 feet. All the tubes have an inside diameter of 1 foot. How many cubic feet of concrete are needed to fill all the tubes?

What is the capacity in gallons of a container that has an inside diameter of 8 feet and an inside height of 7 feet 9 inches? One cubic foot contains 2.559 gallons.

What is the capacity in gallons of a storage tank that has an inside diameter of 18 feet and an inside height of 10 feet 9 inches? One cubic foot contains 3.725 gallons.

The procedure for finding the volume of a cylinder calls for the use of the formula V = p r²h.

Find the volume of a circular cylinder with a radius of 8 feet and height of 3 feet.