a bucket contains water filled upto a height 15cm. the bucket is tied with a rope which is passed over a frictionless light pulley and the other end of the rope is tied to a weight of mass wish is half of that of the (bucket+water). the water pressure above atmosphere pressure at the botton is?
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The water pressure above atmospheric pressure at the bottom is 10³ Pascal
Given-
- Height of water in bucket = 15 cm
Let the total mass of the bucket which contains water is M
So, mass of the block is M/2
So, acceleration will be
a = (M-M/2)g/ M+M/2 = g/3
g effective on water is = g-g/3 = 2g/3
Water pressure above atmospheric pressure is
ΔP = ρ geff h
By substituting the values we get
ΔP = 10³ × 2/3 × 10 × 15 × 10⁻²
ΔP = 10³ Pascal
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