A conical vessel whose internal radius 5 cm and height 24 cm is full of water. The water is emptied into a cylindrical vessel of radius 10 cm. Find height to which the water rises.
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Step-by-step explanation:
Here it is given that three by fourth part of conical vessel is equal to the volume of cylinder
Volume of cone is 1 by 3 πR Square h and volume of cylinder is πR square h. π will be cancelled on both sides
1/3×3/4×25 ×24= 100× h
Three will be cancelled on left hand side and 24 will be cancelled by 4 now the equation becomes
25×6/100=1.5 cm
So,
the height of the cylinder is 1.5 CM
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