What unit is used for the cylinder volume in the problem?

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Multiple Choice

What unit is used for the cylinder volume in the problem?

Explanation:
Volume is measured in cubic units—you get a cubic unit when you multiply the three linear measurements together. For a cylinder, V = πr^2h, so if the radius and height are given in feet, the volume comes out in cubic feet (ft^3). For example, with r = 2 ft and h = 5 ft, V = π(2 ft)^2(5 ft) = 20π ft^3 ≈ 62.8 ft^3. That shows why cubic feet is the natural unit here: the dimensions were in feet, so the volume must be in ft^3. Liters and gallons would be used if the dimensions were given in meters or another unit and then converted, and cubic meters would be used if everything were in meters.

Volume is measured in cubic units—you get a cubic unit when you multiply the three linear measurements together. For a cylinder, V = πr^2h, so if the radius and height are given in feet, the volume comes out in cubic feet (ft^3). For example, with r = 2 ft and h = 5 ft, V = π(2 ft)^2(5 ft) = 20π ft^3 ≈ 62.8 ft^3. That shows why cubic feet is the natural unit here: the dimensions were in feet, so the volume must be in ft^3. Liters and gallons would be used if the dimensions were given in meters or another unit and then converted, and cubic meters would be used if everything were in meters.

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