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How to solve this without resorting to inertial forces
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[QUOTE="arestes, post: 4446420, member: 190794"] Thanks! It's exactly what I was suspecting: Although, your simpler problem (with no F) still uses a non inertial frame of reference, and I wanted to avoid that, I managed to find the constraint... I just had to reverse-engineer it because I already found the answer with the other method...and found something plausible... even intuitive... after you think about it! The constraint is [itex] a_y = -tan(\theta) (a_x-a_M)[/itex] where [itex] a_x [/itex] and [itex]a_y[/itex] are the accelerations of the little block with respect to the desired inertial frame of the ground (horizontal and vertical to it). BY THE WAY*** what book were you referring to in the problem you posted in that link?? can you please tell me? thanks [/QUOTE]
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How to solve this without resorting to inertial forces
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