How Is the Vertical Force on a Sliding Fireman Calculated?

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SUMMARY

The vertical force exerted by the pole on the fireman sliding down is calculated to be 680N upwards, contrary to the initial calculation of 300N. This discrepancy arises from the need to account for both the gravitational force acting on the fireman and the net force due to his acceleration of 3.0 m/s². The correct approach involves applying Newton's second law (f=ma) while considering the weight of the fireman (100kg) and the net forces acting on him, including the gravitational force of 980N downwards.

PREREQUISITES
  • Understanding of Newton's second law (f=ma)
  • Basic knowledge of free body diagrams
  • Concept of gravitational force and weight calculation
  • Familiarity with acceleration and net force concepts
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  • Study how to draw and analyze free body diagrams in physics
  • Learn about the relationship between net force, mass, and acceleration
  • Explore the effects of friction on sliding objects
  • Investigate real-world applications of Newton's laws in engineering
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Amelina Yoo
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Homework Statement


Fireman weighs 100kg. He slides down a vertical pole with acceleration 3.0ms^-2.

a) Magnitude and direction of vertical force exerted by the pole on fireman?

Homework Equations


f=ma

The Attempt at a Solution


f=ma
f=100(3.0)
f=300N vertically up.

But the answer says that it is actually 680N vertically up, and I do understand how they came to this conclusion.
Can you please explain where to go beyond this point? Or point out a mistake I may have made? Thank you.
 
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The acceleration of a mass depends upon the net force acting on the mass. Draw a free body diagram and identify all the forces that are acting on the fireman. How do the acting forces combine to make up the net force?
 

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