Ball colliding with rod elastically

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The discussion revolves around the challenge of solving a problem involving a ball colliding elastically with a rod, where the mass and speed of the ball are not provided. Participants suggest that it's possible to proceed by assuming values for the ball's mass and speed to explore potential solutions. They emphasize that understanding the concept of "instantaneous axis of rotation" is crucial, as the collision's elastic nature may not be essential for solving the problem. The key focus is on the impulse applied to the rod, rather than the specifics of the ball's motion. Overall, the conversation highlights the importance of identifying relevant information to simplify the problem-solving process.
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Homework Statement



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Ans D)

Homework Equations

The Attempt at a Solution



The problem I am having in this question is that mass and speed of ball is not given . I think it is not possible to solve this question without this data .

Am I correct or is data sufficient in this problem ?

Thanks
 

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Vibhor said:
The problem I am having in this question is that mass and speed of ball is not given . I think it is not possible to solve this question without this data .

Am I correct or is data sufficient in this problem ?

Thanks

Just make something up for the mass and speed of the ball and see what answer you get. Then, try a different mass and/or speed, and see whether you get the same answer.

PS Do you understand what they mean by "instantaneous axis of rotation"?
 
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You can save yourself some calculation by ignoring the ball and the statement that the collision is elastic. The important information is that the rod has had an impulse applied at one end at right angles to its long axis. The ball and the rebound speed required to conserve total energy are an irrelevant distraction.
 
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jbriggs444 said:
You can save yourself some calculation by ignoring the ball and the statement that the collision is elastic. The important information is that the rod has had an impulse applied at one end at right angles to its long axis. The ball and the rebound speed required to conserve total energy are an irrelevant distraction.
Thanks a lot :smile:
 
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