the curved surface area of a cylinder pole is 264 metre square and its volume is 924 M cube find its height
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Curved surface area = 264 m square
➡ 2πrh = 264
➡ 2*22/7*r*h = 264
➡ 44/7*rh = 264
➡ rh = 264*7/44
(264/44 = 6)
➡ rh = 6*7
➡ rh = 42
Volume = 924 m cube
➡ πr^2h = 924
➡ 22/7*r*r*h = 924
➡ 22/7*r*42 = 924
➡ 22/7*r = 924/42
➡ 22/7*r = 22
➡ r = 22*7/22
➡ r = 7
As r*h = 42
r = 7
=> 7*h = 42
=> h = 42/7
=> h = 6
Hence height (h) = 6m
➡ 2πrh = 264
➡ 2*22/7*r*h = 264
➡ 44/7*rh = 264
➡ rh = 264*7/44
(264/44 = 6)
➡ rh = 6*7
➡ rh = 42
Volume = 924 m cube
➡ πr^2h = 924
➡ 22/7*r*r*h = 924
➡ 22/7*r*42 = 924
➡ 22/7*r = 924/42
➡ 22/7*r = 22
➡ r = 22*7/22
➡ r = 7
As r*h = 42
r = 7
=> 7*h = 42
=> h = 42/7
=> h = 6
Hence height (h) = 6m
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