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A thin rectangular sheet of metal is \(6\) inches wide and \(10\) inches long. The sheet of metal is to be rolled into to form a cylinder so that one dimension becomes the circumference of the cylinder and the other dimension becomes the height. What is the volume of the largest possible cylinder?
A) \(\dfrac{60}{\pi}\)
B) \(\dfrac{90}{\pi}\)
C) \(\dfrac{150}{\pi}\)
D) \(360\pi\)
E) \(600\pi\)
Answer: C
Source: GMAT Prep
A) \(\dfrac{60}{\pi}\)
B) \(\dfrac{90}{\pi}\)
C) \(\dfrac{150}{\pi}\)
D) \(360\pi\)
E) \(600\pi\)
Answer: C
Source: GMAT Prep
