Two circular cylinders of equal volume have their heights in ratio 1 2 then ratio of their radii is
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let the radii of these cylinder be 'r' and 'R'
and heights be 'h' and 'H'
then, h/H = 1/2
=> h = H/2
a/q , 22/7*r^2*h = 22/7*R^2*H
=> r^2 * h = R^2 * H
=> r^2 * H/2 = R^2 * H
=> r^2 / R^2 = 2
=> (r/R)^2 = 2
=> r/R = root2
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