Solve Free Body Diagrams: What to Do?

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SUMMARY

The discussion focuses on solving free body diagrams, specifically addressing the roles of coefficients of friction (static or kinetic) and forces involved. Participants emphasize the importance of clearly defining variables such as F1 (net force) and F2 (applied force) to effectively analyze the problem. Key strategies include separating horizontal and vertical forces and applying Newton's Second Law to determine the frictional force using the normal force and the coefficient of friction. The estimated solution for the net force is approximately 15N.

PREREQUISITES
  • Understanding of free body diagrams
  • Knowledge of Newton's Second Law
  • Familiarity with coefficients of friction (static and kinetic)
  • Ability to resolve forces into components
NEXT STEPS
  • Study the principles of free body diagrams in physics
  • Learn how to apply Newton's Second Law in various scenarios
  • Research the differences between static and kinetic friction
  • Practice resolving forces into horizontal and vertical components
USEFUL FOR

Students studying physics, educators teaching mechanics, and anyone looking to improve their problem-solving skills in dynamics and force analysis.

ssj-gohan
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im having trouble solving this? what do i do with mew? thanks :cry:
 

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The question should really give you more information. Is mu the coefficient of static or kinetic friction? What is [itex]F_{1}[/itex]? I'm assuming [itex]F_{2}[/itex] is the applied force, and [itex]F_{1}[/itex] is the net force. Maybe they want you to find the frictional force? Seriously, this is the worst-written question I've ever seen. Are you sure you included everthing? The way it is, there is no unknown variable. Oh boy...
 
What specifically are you trying to solve. The net force on the object?

If so a good place to start would be to separate your horizontal and vertical forces. Don't forget that you can convert F2 into horizontal and vertical components aswell.

Don't forget Newton's Second Law. The frictional force can be found using the normal force (all required information is given) and the coefficient of friction.

Then you should have everything you need to complete the problem and find the net force acting on the mass.

I rushed through the problem and I didn't have a calculator on hand but I believe the solution should come out to approximately 15N [R].
 
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