A bar of length L and mass m has a frictionless pivot through its mid point. There is an additional point
mass 2m on the right end of the bar and an additional point mass m on the left end of the bar. The bar
is held in horizontal position by a vertical cord attached at L/4 from the left end as shown in the Figure.
The additional masses m & 2m are fixed to the rod. The rod is initially horizontal. Find the force (in
Newton) that the pivot exerts on the bar (if m = 1 kg and L = 0.5m).
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A bar of length L and mass M has a frictionless pivot through its mid point. An additional small block of mass 2M is attached on the right end of the bar and small block of mass M is attached on the left end of the bar. The bar is held in horizontal position by a vertical cord attached to a point at distance L/4 from the left end as shown in the figure. When the bar has been rotated through 90
o
and is vertical, what is the speed of the mass 2M?
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ANSWER
ΔU In Process =−2m
2
L
g+m
2
L
g=−m
2
L
g
ΔU+ΔK=0⇒ΔK=−ΔU
⇒ΔK=m
2
L
g
2
1
Iω
2
=m
2
L
g⇒
2
1
.
6
5
mL
2
ω
2
=m
2
L
g
⇒ω=
5L
6g
Velocity of 2m=
2
L
ω=
k
3gL
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