56. A conical shaped container, whose radius of
base is r cm. and height is h cm., is full of
water. A sphere of radius R is completely
immersed in the container in such a way
that the surface of sphere touches the base
of the cone and its surfaces. The portion of
water which comes out of the cone is.....
(1)
(2) R²h
ruh
4R2
rh
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Answer:
volume of water that will come out of the container is =(4/3) π×R^3.
Step-by-step explanation:
Here it is given that the conical shaped container is completely filled with water.
When the sphere is immersed in it, then the volume of water which will come out of the conical shaped container will be equal to the volume of sphere.
Therefore volume of water that will come out of the container is =(4/3) π×R^3.
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