a person of mass M is standing on one end of a plank of mass M and length L and floating in water the person moves from one end to another and stops. work done by normal force is-
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· A MAN OF MASS M STANDS AT ONE END OF A PLANK ...
The man is on the other side of center of mass now, and ...
Distance moved by the man
=> L/8 + L/8
=> L/4.......
The man is on the other side of center of mass now, and ...
Distance moved by the man
=> L/8 + L/8
=> L/4.......
Answered by
22
Answer:
Explanation:
Let displacement of plank is x Let velocity of person wrt. plank is v and velocity of plank is opposite direction is V.
According to law of conservation of momentum mv = (m + M)V
or mL/t = (M + m) x (x/t)
where t is time of motion x = mL/(m+M)
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