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A manufacturer made cylindrical containers in heights ranging from 2 feet to 6 feet. A customer wanted a container with a 3-foot diameter and a volume, V, of at least 35 cubic feet. This relationship is shown by the inequality
πr2h = V
where r is the radius and h is the height. Which is the smallest standard height the manufacturer can supply and meet the customer's volume requirements? [Use 3.14 for p].
4 ft
The right circular cylinder represented has a base radius of 3 centimeters and a height of 12 centimeters.
What is the volume of the right circular cylinder in cubic centimeters?
A 30-inch by 50-inch rectangular gate is strengthened by a diagonal wire AB, which connects two opposite corners of the gate as indicated in the figure shown.
Which is closest to the length of AB?
40 in.
58 in.
68 in.
80 in.