The ratio of radii of two cylinders is 1:root3 and heights are in the ratio 2:3. The ratio of their volume is.
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Let the radius of first cylinder be 1x (R)
Let the radius of second cylinder be root 3 x (r)
Let the height of first cylinder be 2y (H)
Let the height of second cylinder be 3 y (h)
Therefore ratio of the volumes of the two cylinders=
Volume of first cylinder divided by volume of second cylinder
= πR^2H\πr^2h
=x^2.2y\x^2
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