Inclined place friction problem

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The discussion revolves around a physics problem involving two bodies on an incline, focusing on calculating the acceleration of body A under different conditions. Body A weighs 96 N and body B weighs 88 N, with specified coefficients of static and kinetic friction. The angle of the incline is 42°, and the initial conditions include body A being at rest, moving up, and moving down the incline. The importance of drawing free-body diagrams for both masses is emphasized to analyze the forces acting on them. The net force must be calculated to determine acceleration, adhering to Newton's First Law.
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Homework Statement



Body A in Fig. 6-33 weighs 96 N, and body B weighs 88 N. The coefficients of friction between A and the incline are μs = 0.54 and μk = 0.24. Angle θ is 42°. Let the positive direction of an x-axis be down the slope. What is the acceleration of A if A is initially (a) at rest, (b) moving up the incline, and (c) moving down the incline

Homework Equations



fs=usFn
Fk=ukFN
a=v^2/R

The Attempt at a Solution


I am so confused on this problem i dot even know where to start but I know part a is 0!
 
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Here is the diagram
 

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  • Screen Shot 2012-06-05 at 6.39.24 PM.png
    Screen Shot 2012-06-05 at 6.39.24 PM.png
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Let's start with by drawing a free-body diagram for each mass.
Mass A has a force downward to center of Earth equal to its weight, the string that pulls it and third the friction that will appose the motion of the mass.
Mass B has 2 forces acting on it. Its weight and the string that pull up.

Remember if there is the net forces(ƩF≠0) on each mass then there's acceleration as in Newton's First Law.
Fnet=ma
 
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