The 70 kg A skier starts from a standing position from a height of 34.202 m, slides down from the inclined plane and then moves to the left in the horizontal plane. The kinetic coefficient of friction in the inclined plane is 0.25 and the friction force in the horizontal plane is 100 N. While the skier is moving in a horizontal plane, when d = 2 m, he collides with the 50 kg B skier who moves to the left at 10 m/s on the horizontal ground and they move together. Since there is no rebound after the impact, find the impulse given by skier A to skier B. (Neglect the weight of the skis.) A 34.202 m 20° В d

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The 70 kg A skier starts from a standing position from a height of 34.202 m, slides down from the inclined
plane and then moves to the left in the horizontal plane. The kinetic coefficient of friction in the inclined
plane is 0.25 and the friction force in the horizontal plane is 100 N. While the skier is moving in a horizontal
plane, when d = 2 m, he collides with the 50 kg B skier who moves to the left at 10 m/s on the horizontal
ground and they move together. Since there is no rebound after the impact, find the impulse given by skier
A to skier B. (Neglect the weight of the skis.)
A
34.202 m
20°
B
d
Transcribed Image Text:The 70 kg A skier starts from a standing position from a height of 34.202 m, slides down from the inclined plane and then moves to the left in the horizontal plane. The kinetic coefficient of friction in the inclined plane is 0.25 and the friction force in the horizontal plane is 100 N. While the skier is moving in a horizontal plane, when d = 2 m, he collides with the 50 kg B skier who moves to the left at 10 m/s on the horizontal ground and they move together. Since there is no rebound after the impact, find the impulse given by skier A to skier B. (Neglect the weight of the skis.) A 34.202 m 20° B d
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