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A cylindrical container of length L is full of a liquid which has mass density ρ. It is placed on a weigh-scale; the scale reading is W. A ball which would float on the liquid if allowed to do so, of volume V and mass m is pushed gently down and held beneath the surface of the liquid with a rigid rod of negligible volume as shown.
What is the reading of the scale when the ball is fully immersed?
A) W+ρVg
B) W
C) W+mg-ρVg
D) None of these
Comments (4)
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since the ball can float on liquid, force of buoyancy acts equally all the areas so the weight remains unchanged.