a block of mass 5 kg is at rest on a smooth horizontal surface water coming out of a pipe horizontally at the rate of 2 kg per second hits the Block with a velocity of 6 m per second the initial acceleration of the block is
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Mass of block, M = 5kg
Block is at rest, U = 0
Water coming out of a pipe horizontally at the rate of 2 kg per second hits the Block with a velocity of 6 m per second.
In 1 second,
mass of water hitting the block, m = 2kg
Velocity, u = 6m/s
After hitting, let's say water and block move together as a system.
Velocity of block and water = V
Mass = M+m = 7kg
Now use the conservation of momentum of the system (per second)
(M+m)V = MU + mu
7 × V = 5×0 + 2×6
7V = 12
V = 12/7 m/s
So change in velocity of the block in one second is 12/7 m/s.
We know that acceleration is change in velocity per unit time.
Thus initial acceleration of block is 12/7 m/s^2.
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Answer:
Explanation:
ANSWER
F= mv/t
F =2×6=12N
F=12
F=ma
12=5a
a=2.4m/s .
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