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An 80.0 kg rollerblader is at rest at the top of a 100 m hill at a 7o incline. The coefficient of friction on the hill is 0.110...Asked by n
An 80.0 kg rollerblader is at rest at the top of a 100 m hill at a 7o incline. The coefficient of friction on the hill is 0.110. What is the roller blader's kinetic energy at the bottom of the hill?
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Answered by
Damon
I assume 100 meters is the height of the hill, not the distance down the slope.
loss of potential energy
= 80 * 9.81 * 100
normal force on slope = 80 * 9.81 *cos 70
friction force = 0.110 * normal force
= 0.110 * 80 * 9,81 * cos 70
distance moved down slope
= 100 /sin 70
so work done against friction =
0.110*80*9,81*cos 70*100/sin 70
ke = m g h - work done on friction
(1/2) 80 v^2 = 80 * 9.81 * 100 - 0.110*80*9,81*cos 70*100/sin 70
cancel 80. Solve for v
loss of potential energy
= 80 * 9.81 * 100
normal force on slope = 80 * 9.81 *cos 70
friction force = 0.110 * normal force
= 0.110 * 80 * 9,81 * cos 70
distance moved down slope
= 100 /sin 70
so work done against friction =
0.110*80*9,81*cos 70*100/sin 70
ke = m g h - work done on friction
(1/2) 80 v^2 = 80 * 9.81 * 100 - 0.110*80*9,81*cos 70*100/sin 70
cancel 80. Solve for v
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