A cone and a cylinder having the same base find the ratio of their heights if their volumes are equal.
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Answer:
Cone and cylinder have same base means their radius is same
let radius be = r.
let height of cone = h1
&, height of cylinder be = h2
since we know
volume of cylinder is
Pi r^2h2
volume of cone is =
1/2 Pi r^2h1
equating both we get
h
h1/h2 Pi r^2 / 1/3 Pi r^2 = 3
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