The radii of two cylinders are in the ratio 2:3 and their heights are in the ratio 5:3.calculate the ratio of their curved surface areas
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the ratio of radius of cylinders = 2:3
let be the radius of first cylinder = 2x
and radius of second cylinder = 3x
the ratio of height of cylinders = 5:3
let be the hight of first cylinder = 5x
and the hight of second cylinder = 3x
then , covered surface area of first cylinder = 2πrh
=. 2×π×2x×5x
= 20πx²
covered surface area of second cylinder = 2πrh
=. 2×π×3x×3x
= 18πx²
then the ratio of covered surface area of cylinders = 20πx²÷18πx²
= 10/9
= 10:9
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