Finding Force between 2 objects

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SUMMARY

The discussion focuses on calculating the force applied to two objects in contact on a frictionless surface, specifically using the masses m1 = 2.86 kg and m2 = 4.92 kg. A force of 3.37 N acts between the two objects, and the goal is to determine the applied force F. The key equations utilized are F = ma and the sum of forces equations for both objects, which lead to the conclusion that understanding the interaction forces and setting up the equations correctly is essential for solving the problem.

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Homework Statement



Two objects are in contact on a frictionless surface. A horizontal force is applied to one object. Use m1 = 2.86 kg and m2 = 4.92 kg. If a force of 3.37 N acts between the two objects, what is the force F? I don't even know where to start! I've attempted this a numerous amount of times, and I still can't get the correct answer!

Homework Equations



F=ma

The Attempt at a Solution

 
Last edited:
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So are you trying to find the force applied to the first object from whatever is pushing it and 3.37 N is the equal and opposite force applied between? If that is the case, the first thing you should do is just draw a picture with both objects then label all the forces acting on the boxes. Even if you don't know what they are. Disregard n(normal force) and w or mg (force due to gravity). They are not really a factor in this problem. You should for object 1 have a force acting against of 3.37 N(F21, force of object 2 onto object 1), as well as the force applied from whatever is pushing it (Fx). For object 2, you only have the force from object 1 of 3.37 N. Now set up your sum of forces equations.
[tex]\Sigma[/tex]F1=m1a=Fx-F21
[tex]\Sigma[/tex]F2=m2a=F12
Now just do some algebra and you will be able to find the rest.
 
Last edited:

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