a cylindrical vessel contains 4 cm of water . A spherical ball of radius 3 cm is droppes into it . Find the rise in level of water
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It is not possible to find the rise in water level unless radius of cylinder is provided. Hence I took radius of cylinder (R) as 4 cm.
Volume of ball = (4/3) πr^3
= (4/3) * π * (3)^3
= 36 π cm^2
Volume of water raised = 36 π cm^2
πR^2 * x = 36 π
x = 36 / R^2
x = 36 / (4)^2
x = 2.25 cm
Water will rise by 2.25 cm.
Volume of ball = (4/3) πr^3
= (4/3) * π * (3)^3
= 36 π cm^2
Volume of water raised = 36 π cm^2
πR^2 * x = 36 π
x = 36 / R^2
x = 36 / (4)^2
x = 2.25 cm
Water will rise by 2.25 cm.
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