The base radius of two cylinders of equal heights are in the ratio 3:5. Find the ratio of their volumes
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let r1 is the radius of 1st cylinder = 3
and r2 is the radius of 2nd cylinder =5
hight will be same (a/q)
then,
the ratio of both cylinders= (πr1^2H) / (πr2^2H)
= 9:25
and r2 is the radius of 2nd cylinder =5
hight will be same (a/q)
then,
the ratio of both cylinders= (πr1^2H) / (πr2^2H)
= 9:25
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