Acceleration of a cylindrical/circular/spherical body down an inclined plane!
Lol is this supposed to be a question?
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Express the acceleration of the body down in the inclined plane in terms of \(I, R, M, \theta \). This is a very basic and fundamental problem in rotational mechanics, but it is quite important to understand what's happening here.
*Assume pure rolling motion.
@ganeshie8 OK, here it is.
This will answer your question exactly: https://www.youtube.com/watch?v=64oYran-mZw&list=PLTAnYeruJqLeW0sK3Gzwh2VxAPEhI8RWc&index=14 This is the only way I can think to do this problem so idk if there's some other way to do this.
dude it was meant as a challenge
what how was I supposed to know lol whoops
yes hello @Astrophysics
I've actually done this using Lagrangian
But you'll have to use conservation of energy I guess
no
Haha ok, use torque and Newton's laws then
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