Solving Newton's 2nd Law: M1 and M2

AI Thread Summary
The discussion focuses on solving a physics problem related to Newton's second law, specifically involving two masses, M1 and M2. Participants emphasize the importance of recognizing that acceleration is not zero, as the masses are in motion. They suggest setting up equations using F_net = ma for both masses to accurately analyze the forces acting on them. The need for separate equations for motion parallel and perpendicular to the surface is highlighted to fully understand the system's dynamics. The conversation aims to guide the user in structuring their approach to find the correct acceleration.
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jaytm2291 said:
The acceleration is not zero here -- the masses do start moving, and you are to find what the acceleration is.

The Attempt at a Solution


T = Fg for M1
That would be true if the acceleration were zero, but it isn't.

Try setting up the equation again, using Fnet=ma

M2 = T - ma = T-M2a
Again, you'd use Fnet=ma to set up two equations for this mass. One equation for motion parallel to the surface, another for the force perpendicular (normal) to the surface.

I don't know what to do after this.
Let's try to set up all the Fnet=ma equations properly, then we'll go from there.
 
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