A circular cylinder of length 20 cm and radius 5 cm placed along x axis such that its centre is at origin
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As it is not mentioned what to find, in general we can find the volume , the total surface area and the cured surface area if the height and the radius of the circle are known
Volume=π×r²×h
Total surface area= 2×π×r×(h+r)
Curved surface area=2×π×r×h
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