A man of mass m moves with a constant speed on a plank of mass M and length L kept initially at rest on a frictionless horizontal surface from one end to other end in time T. The speed of plank relative to ground while the man is moving is ?
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Let the distance moved by the plank be x.
So the distance that the man will move is L - x.
Applying Conservation of Linear Momentum,
Mx = m(L - x)
Mx = mL - mx
Mx + mx = mL
x(M + m) = mL
x = mL / (M + m)
Distance moved by the plank in T seconds is mL/( M + m).
Speed = Distance ÷ Time
Speed = mL/ [ (M + m)T]
Hope This Helps You!
So the distance that the man will move is L - x.
Applying Conservation of Linear Momentum,
Mx = m(L - x)
Mx = mL - mx
Mx + mx = mL
x(M + m) = mL
x = mL / (M + m)
Distance moved by the plank in T seconds is mL/( M + m).
Speed = Distance ÷ Time
Speed = mL/ [ (M + m)T]
Hope This Helps You!
brilliantPRATHAMESH1:
very hard
Answered by
11
Here your answer 1.anything deminator is total mass only
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