1.The radii of two cylinders are in the ratio of 1:√3. If the volumes of two cylinders be same, find the ratio of their respective heights.
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55
radius of 1st cylinder=x
radius of 2nd cyl=√3x
let height of 1st cyl be y
height of 2nd cyl be z
volume of 1st=vol. of 2nd
Лx2y=Л(√3x)2z
y=3z
y/z=3/1
radius of 2nd cyl=√3x
let height of 1st cyl be y
height of 2nd cyl be z
volume of 1st=vol. of 2nd
Лx2y=Л(√3x)2z
y=3z
y/z=3/1
Answered by
3
Answer:
3/1 is the answer.....
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