Rotational motion problems involving radians

AI Thread Summary
The discussion revolves around a homework problem involving rotational motion, specifically focusing on energy conservation and torque in a scenario where an object rolls without slipping. The mention of a 90-degree angle raises questions about its relevance to the problem, particularly in relation to radians traveled and work calculations. There is uncertainty regarding how the changing normal force affects the friction force that provides torque. Additionally, the possibility of the problem relating to simple harmonic motion (SHM) is suggested. The conversation highlights the complexities of analyzing rotational dynamics in this context.
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Homework Statement


The professor gives us an exam preview where he hints at the types of problems via the picture. Attached is the preview. I have a question about pictures 1 and 2. It's probably a problem that involves rotational and translational energy, conservation of energy. If it's rolling without slipping, it would mean a torque problem. What's throwing me off, however, is that he shows that there's a 90 degree angle. But I don't have a concrete reason for why it's applicable. It could do with radians traveled and so it could be a work problem because work = torque * delta theta. However the friction force that provides the torque would be changing because the normal force would be changing, correct? I'm not sure how to account for that.

Any other ideas for a rotational problem that would involve radians?

Thank you


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welcome to pf!

hi lorkp! welcome to pf! :smile:
lorkp said:
… What's throwing me off, however, is that he shows that there's a 90 degree angle.

he's simply telling you that the initial angle is 45° (or 135°)

anwyay, since it looks as if the ball is going to be gently nudged into the arc, it looks to me like an shm question :wink:
 
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