Calculating Friction Force: A Practice Problem

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SUMMARY

The discussion centers on calculating the friction force acting on a 2 kg block at rest on a flat table when a horizontal force is applied. The block remains stationary until the applied force reaches 1.5N, indicating that the static friction force is equal to the applied force up to that threshold. When the applied force is 0.4N, the friction force opposing the motion is also 0.4N, demonstrating the principle that friction matches the applied force until the maximum static friction limit is reached.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Basic knowledge of static and kinetic friction
  • Familiarity with force diagrams and free-body diagrams
  • Concept of net force and equilibrium in physics
NEXT STEPS
  • Study the concept of static friction and its maximum value
  • Learn about free-body diagrams and their application in force analysis
  • Explore Newton's second law of motion in detail
  • Investigate real-world applications of friction in engineering
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Students preparing for physics exams, educators teaching mechanics, and anyone interested in understanding the principles of friction and force balance in static systems.

bcalkins
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Hey,
I have a practice problem that I haven't been able to get and a test coming up. I've looked in the book for how to solve the problem but can't find anything. Would you mind helping, please?

Problem:
A 2 kg block is at rest on a dry, flat, horizontal table. A horizontal force with increasing magnitude is applied to the block (in the positive x direction). The block does not move until the applied force reaches a magnitude of 1.5N. What is the magnitude of the friction force by the table on the block when the applied force is 0.4 N?

Thank you!
 
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If an object is not accelerating, then the object is either experiencing zero forces or all of the forces are balanced (zero net force).

In this case, friction will push back on you with a force that is equal to your applied force until your applied force reaches 1.5N. So if you are pushing with a force of 0.4N, then the block (and in turn, the frictional force) will push back with a force of 0.4N
 
okay, thank you!
 

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