How would i find the coefficient of sliding friction

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SUMMARY

The discussion focuses on calculating the coefficient of sliding friction for a block sliding down a wooden incline at an angle of 22.67 degrees with a mass of 31.0g and an acceleration of 16.94m/s². The user initially calculated the normal force as 280.3 N but expressed uncertainty about its accuracy. A participant suggested that additional forces may be acting on the block, indicating that the normal force calculation must consider these forces to determine the coefficient of friction accurately.

PREREQUISITES
  • Understanding of Newton's second law (f = ma)
  • Knowledge of normal force calculations in inclined planes
  • Familiarity with frictional force concepts
  • Basic trigonometry for resolving forces on an incline
NEXT STEPS
  • Study the calculation of normal force on inclined planes using trigonometric functions
  • Learn how to derive the coefficient of friction from force measurements
  • Investigate the effects of additional forces on motion down an incline
  • Explore the relationship between mass, acceleration, and friction in physics problems
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Students in physics courses, educators teaching mechanics, and anyone interested in understanding the dynamics of sliding objects on inclined surfaces.

meredith
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the block is sliding down a wooden plane that has an incline of 22.67 degrees. the block has a mass of 31.0g.
also, the block has an acceleration of 16.94m/s^2


Homework Equations


f = ma
fnormal = (mass x acceleration due to gravity) (cos22.67) (i think?)


i tried to find the force nomral and i got 280.3 N? I am not sure if its right though or where to go from there.

THANKS EVERYONE i really appreciate it!
 
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Hi meredith,

meredith said:
the block is sliding down a wooden plane that has an incline of 22.67 degrees. the block has a mass of 31.0g.
also, the block has an acceleration of 16.94m/s^2


Homework Equations


f = ma
fnormal = (mass x acceleration due to gravity) (cos22.67) (i think?)


i tried to find the force nomral and i got 280.3 N? I am not sure if its right though or where to go from there.

THANKS EVERYONE i really appreciate it!

Can you give the exact problem statement? If the block has an acceleration of nearly 17m/s^2, I'm thinking there are probably extra forces involved (besides gravity, normal force, and frictional force), and the normal force will depend on how those are oriented.

If the only forces with components perpendicular to the incline are the normal force and gravity then your answer would give the magnitude of the normal force.
 

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