Angular Momentum of Colliding Pucks: 80g & 120g Mass, 4cm & 6cm Radius

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SUMMARY

The discussion centers on the calculation of angular momentum in a system involving two colliding pucks: one with a mass of 80g and a radius of 4cm, and the other with a mass of 120g and a radius of 6cm. After a glancing collision, the pucks stick together and spin, with the correct angular velocity determined to be 9 rad/s. A common misconception addressed is that the sliding puck does not carry angular momentum; however, it possesses angular momentum relative to the center of mass of the system, which is crucial for solving the problem.

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vijay123
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dear ppl,
a puck of mass 80g and radius 4cm slides along an air table at a speed of 1.5m/s. it makes a glancing collision with a second puck of radius 6cm and mass 120g. because their rims are coated with glue, the stick together and spin after the collison. find their angular velocity.

the ans is 9 rad/s but i keep getting 19 rad/s. my doubt is that does the puck that slides carry any angular momentum by itself? i think it doesn't have coz its sliding but i am not sure...thanks
 
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While the sliding puck has zero angular momentum about its center of mass, it certainly has angular momentum about the center of mass of the two puck system. (And it's the angular momentum of the system that remains the same.) Hint: What's the velocity of the center of mass?
 

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