A company produces two different sizes of soup cans. The volume of the cans varies jointly with the square of the cans radius and the height. The smaller can has a height of 5 inches, a
squared radius of 4 inches, and a volume of about 62.8 cubic inches. What is the volume of
the taller can, which has a height of 9 inches and a squared radius of 4 inches? Round to the
nearest tenth, as needed.