VOT UD
170) Comparing the values of
paring the values of loss in weight of all three blocks (W, - W,) in water and the
weight of the displaced water, draw a suitable conclusion.
hervation : Least count of the spring balance = ...... g.wt.
Weight of Weight of Loss in weight
the block the block of the block in
in air in water
water
(W) g-wt. (W) g-wt. (W, -W,) g-wt.
Blocks
Volume of the
water displaced
by the block
immersed in
water (ml)
Weight of the water
displaced by the
block immersed
in water (assume
1ml = lg-wt)
Iron
block
Copper
block
Aluminium
block
Conclusion/Inference : The loss in weight of the body in water is equal to the weight of the
water displaced by the body when it is immersed in the water. When an object is partially or
fully immersed in a fluid, a force of buoyancy acts on it in the upward direction. This force
Is equal to the weight of the fluid displaced by the object.
Note . The ho forces mentioned here are egual magnitude and opposite in direction
Answers
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Answer:
It is based on the principle of arcimedes
that when a body is partially or completely immersed in a liquid it experiences an upthrust or buoyant whose magnitude is equal to the weight of the body
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