Calculating Acceleration for a System of Frictional Forces with Two Cubes

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The discussion focuses on calculating the acceleration of a system involving two cubes, one on a table and the other hanging off the edge, with given masses and friction coefficients. The user expresses confusion about solving the problem without an angle and emphasizes the importance of drawing a diagram to label forces. Key equations mentioned include the formulas for kinetic and static friction. The user suggests analyzing the forces acting on one box to simplify the problem. Overall, the thread highlights the challenge of applying physics concepts to a frictional system.
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Homework Statement


in a figure with too cubes one sitting on the table and the other connected by a wire to the first box is off the table. m1+10 kg and m2+4.0 kg. The coeffecient of static friction between m1 and the horizontal surface is .50 and the coeffecient of kinetic friction is .30. If the object is released from resr what will its acceleration be and if the system is set in motiom with m2 moving downward what will be the acceleration of the system?


Homework Equations



m= the greek symbol mu

Fk=MkFn and fs is greater than or equal to MsFn


The Attempt at a Solution



I know how to solve the problem had an angle been given but there isn't one so I am clueless, I spent quite a while trying to figure it out!
 
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first thing: draw a diagram and label all the forces acting, this always helps.

Then remember that the net force is proportional to mass (f=ma). It can be easier if you look at all the forces acting on only one box ( since the tension in the string is the effect of the other box)

Still having problems, give us a yell.

-spoon
 
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