A sphere and right circular cylinder of same radius have equal volume .by what percent does diameter of cylider exceed its height???please sir reply fast its vry urgent for me
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Given sphere and a right circular cyclinder of the same radius.
Volume of Sphere = (4/3)πr3
Volume of right circular cyclinder = πr2h
Given Volume of Sphere = Volume of right circular cyclinder.
(4/3)πr3 = πr2h
(4 /3) r = h.
2r = 3h / 2
d = 3h / 2
Now, let h be 100 %.
D = 3h/ 2 = (3/2)x 100% = 150%
So, required difference = 150% - 100% = 50%
Hence, diameter of the cylinder exceed its height by 50%.
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