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Source: Manhattan Prep
Cylinder A, which has a radius of x and a height of y, has a greater surface area than does Cylinder B, which has a radius of y and a height of x. How much greater is the surface area of Cylinder A than that of Cylinder of B?
A. \(x^2 - y^2\)
B. \(2(x^2 - y^2)\)
C. \(\pi (x^2 - y^2)\)
D. \(2\pi (x^2 - y^2)\)
E. \(4\pi (x^2 - y^2)\)
The OA is D
Cylinder A, which has a radius of x and a height of y, has a greater surface area than does Cylinder B, which has a radius of y and a height of x. How much greater is the surface area of Cylinder A than that of Cylinder of B?
A. \(x^2 - y^2\)
B. \(2(x^2 - y^2)\)
C. \(\pi (x^2 - y^2)\)
D. \(2\pi (x^2 - y^2)\)
E. \(4\pi (x^2 - y^2)\)
The OA is D
