A conical flask is full of water. The flask has base-radius r and height h. The water is poured into a cylindrical flask of base-radius rm. Find the height of water in the cylindrical flask.
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Answer:
A cylindrical tub of radius 12 cm contains Water okh
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Height of water in the cylinder = h/3m²
Step-by-step explanation:
Volume of a cone = πr²h/3, where r is radius and h is height of cone.
Volume of cylinder = πR²H = π(mr)²H where rm is the radius and H is the height of cylinder.
since both are equal, we get: πr²h/3 = π(rm)²H
h/3 = m²H
So H = h/3m²
Height of water in the cylinder = h/3m²
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