Newton's Law Problems: Solve My 4 Problems

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the whizz
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here is my 4 problems.


attached is my attempt at #2...any input would be great.
 
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  • Printed worksheet titled Newton's Laws with four problems: a penguin on a sled pulled by force F, a three-mass pulley system on a 25.0° incline with tensions T1 and T2, a block A and block B with force F, and a spring stretching across a sled.
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  • Handwritten physics solution on lined paper for problem 2: a pulley system with masses m1, m2 and m3 on an incline at angle θ with friction, followed by equations for F, acceleration a and tension T1 = 146.84 N.
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are these images viewable...it'd be a pain to type out the problems.
 
ok here are my solutions to all four problems...if anyone can take a look i would love it.

thanks
 
Attachments
  • Handwritten physics work on lined paper: a free-body diagram of a block with normal force N up, weight (m1+m2)g down, and friction arrows; below it Fx,max = μk(m1+m2)g + μs m2 g, then .100(70N+60N) + .700(60N) = 13 + 42, boxed as Fx,max = 55 N.
    Problem #1.jpg
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  • Handwritten physics derivation on lined paper: a block-and-pulley diagram on an incline at 25 degrees, followed by equations for acceleration and tensions T1 and T2 with substituted numbers.
    Problem #2.jpg
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  • Handwritten solution to problem 3: block A on block B with force F pulling B, labels mu_k and mu_s, weights mAg + mBg; below, F = (mAg + mBg) mu_k = 1.44 N, then friction on A = (mAg + mBg) mu_k - mAg mu_k = 1.08 N.
    problem #3.jpg
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the whizz said:
here is my 4 problems.


attached is my attempt at #2...any input would be great.
You shouldn't be looking at the system of 3 masses together, because it is confusing to identify the "net' force acting, and if by chance you get the right combination of forces, the solution is not in the spirit of Newton's 2nd Law. Instead, look at each mass separately, identify the forces acting on each, and use Newton 2 on each. You're going to have to do this anyway to find the tensions. You'll end up with 3 equations which you can solve for the 3 unknowns, T1, T2, and 'a'. I also note that your forces on mass 3 are not directed in the proper direction, although you seem nonethelseess to have correctly identified the forces acting up the plane.