Solving a Challenging Physics Problem: Need Help?

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The discussion revolves around solving a physics problem involving three blocks and their interactions through tension and gravitational forces. The user attempts to derive the force equation using the formula F = MA and expresses their final answer, but doubts its correctness. A response confirms that the user's approach is generally correct but suggests simplifying the final answer by substituting the given relationship between m2 and m3. This advice aims to clarify the solution and enhance accuracy. The conversation emphasizes the importance of utilizing all provided relationships in physics problems for simplification.
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Homework Statement



problem in attachment

Homework Equations



F= MA

The Attempt at a Solution



for m2: F= ma = T + m3g - m2g
T = -m3g + m2g

for m1: T = m1a
a = T/m1
plug in: a = (-m3g + m2g)/ m1

All 3 blocks: F = (M + m1 + m2 + m3)a

final answer: F = (M + m1 + m2 + m3)[(-m3g + m2g)/ m1]

So yea, I'm thinking this is wrong. Any advice on how to solve this would be appreciated.
 

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Knight526806 said:
final answer: F = (M + m1 + m2 + m3)[(-m3g + m2g)/ m1]

Looks okay to me.

[Edit: Your answer is generally correct. Realize though that the problem statement gives you the relationship between m2 and m3. So you could simplify your final answer by substituting in this relationship, thus getting rid of the m3 variable.]
 
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