if the base radius of a right circular cylinder is halved keeping the height same find the ratio of volume of reduced cylinder that of original cylinder
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Answer:
Volume of original cylinder = pie*(r)^2*h
new r = r/2
new volume = pie*(r/2)^2*h
= pie*(r)^2*h/4
ratio of new volume to original volume = 1/4
= 1:4
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