Biomechanics Static Forces sled on snowy surface

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SUMMARY

The discussion focuses on calculating the forces required to initiate movement of a sled on a snowy surface, given specific parameters. For a combined mass of 30 kg, the static coefficient of friction is 0.2, resulting in a force of 59 N to initiate movement on a horizontal surface. When the force is applied at a 30-degree angle, the required force increases to 61 N. Additionally, when pulling the sled up a 10-degree incline, the force required is 109 N, calculated by analyzing the normal force and frictional force components.

PREREQUISITES
  • Understanding of static and kinetic coefficients of friction
  • Knowledge of force components in physics
  • Ability to calculate normal force in inclined planes
  • Familiarity with basic equations of motion
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  • Study the calculation of normal force on inclined surfaces
  • Learn about the effects of angle on frictional force
  • Explore the application of Newton's laws in static and kinetic scenarios
  • Investigate real-world applications of friction in sledding and other sports
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muddyjch
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Homework Statement


1. A child sits in a sled on a horizontal snowy surface. The combined mass of the child and the sled is 30 kg. The static coefficient of friction is 0.2 and a kinetic coefficient of friction of 0.15. How much force does it take to initiate movement of the sled? (59 N)
2. Rework #1 for a force oriented at 30 degrees to the horizon. (61N)
3. Rework #1 for a surface oriented at 10 degrees to the horizon such that the sled is to be pulled up
the incline. The force is applied to the sled parallel with the surface of the snow. (109 N)

The answers are given in parenthesis but I can't figure out how to come up with them.

Homework Equations


force of friction=coefficient of friction*normal force


The Attempt at a Solution


#1 is easy and is just equal to 9.8*30*.2 but #2 and #3 i have not been able to get.
 
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Find the normal force by analyzing the force components perpendicular to the surface for each case. Then use the normal force to calculate the friction force.
 

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