us= tan θ, whereθis the angle of inclination (1) Use equation (1) to find the value of the coefficient of static friction. Calculate the acceleration of Einstein down the ramp, which is equal to (twice the distance moved down ramp)/(time squared). Call this acceleration ax. The coefficient of kinetic friction for the situation used in the experiment is μk=tanθ−ax/gcosθ (2) Use equation (2) to find the value of the coefficient of kinetic friction the data that was collected is: Angle of Inclination Distance Time 24 10 cm 0.433 sec
us= tan θ, whereθis the angle of inclination (1) Use equation (1) to find the value of the coefficient of static friction. Calculate the acceleration of Einstein down the ramp, which is equal to (twice the distance moved down ramp)/(time squared). Call this acceleration ax. The coefficient of kinetic friction for the situation used in the experiment is μk=tanθ−ax/gcosθ (2) Use equation (2) to find the value of the coefficient of kinetic friction the data that was collected is: Angle of Inclination Distance Time 24 10 cm 0.433 sec
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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us= tan θ, whereθis the angle of inclination (1)
Use equation (1) to find the value of the coefficient of static friction.
Calculate the acceleration of Einstein down the ramp, which is equal to
(twice the distance moved down ramp)/(time squared). Call this acceleration ax.
The coefficient of kinetic friction for the situation used in the experiment is
μk=tanθ−ax/gcosθ (2)
Use equation (2) to find the value of the coefficient of kinetic friction
the data that was collected is:
Angle of Inclination |
Distance |
Time |
24 |
10 cm |
0.433 sec |
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