I am getting 2.8 m/s, but my friend got 3.2 m/s who is right, or what am I doing wrong?
A package of mass M is releasd from rest as a warehouse loading dock and slides down a 3.6 m high frictionless chute. At the bottom of the chute, it hits the second package of mass 2M that was at rest. What is the common speed (in m/s) of the two packages after a perfectly inelastic collision?
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A package of mass M is releasd from rest as a warehouse loading dock and slides down a (h) =3.6 m high frictionless chute. At the bottom of the chute, it hits the second package of mass 2M that was at rest. What is the common speed (in m/s) of the two packages after a perfectly inelastic collision.
Then the velocity of the package with mass M just before it hits the other package is given by
v =Sqrt(2gh) =Sqrt(2*9.81*3.6) =8.404m/s
After this at the bottom of the chute, it hits the second package of mass 2M that was at rest, then the common speed (in m/s) of the two packages after a perfectly inelastic collision is given by
M(8.404m/s)+2M*(0) =(M+2M)Vf
M(8.404m/s) =(3M)Vf
Then common speed is Vf =8.404m/s/3 =2.8014m/s
Your answer is correct.
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