How can I calculate the force of friction on a rocket launched at school?

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SUMMARY

The discussion focuses on calculating the force of friction, specifically air resistance, acting on a rocket launched at school. The user understands the relationship between friction and normal force (Fn) but seeks clarity on determining the frictional force. Given that the gravitational force (Fg) is 0.75 N, the user is confused about how to apply this value to find the air resistance opposing the rocket's upward thrust.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Familiarity with the concept of normal force (Fn)
  • Knowledge of the coefficient of friction
  • Basic principles of forces acting on objects in motion
NEXT STEPS
  • Research how to calculate air resistance using drag equations
  • Learn about the coefficient of friction in different mediums
  • Study the relationship between thrust, weight, and friction in rocket launches
  • Explore practical experiments to measure frictional forces on small rockets
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Students in physics, educators teaching mechanics, and hobbyists interested in rocketry and aerodynamics.

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I have to find the force of friction against a rocket that we launched at school. How would I do that?

I know coefficient = Friction/Fn

I only have Fn, how do I find the frinction?

I'm really lost :(
 
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I have Fg = 0.75 N, so that would be the work done against gravity, right?

So how would I use that to find the force of friction (air resistance in this case, since the rocket is thrust upward)
 

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