Problem 1: A skier leaves a ramp of a ski jump with a velocity v0 = 10 m/sec, 15∘ above the horizontal. The skier lands on a slope of incline 50∘ at a distance L from the launching point. (a) What distance L does the skier travel down the slope? (b) How long is the skier in the air? In other words, what is t when the skier lands on the slope? t = 0 x0 = 0 y0 = 0 v0x = 10 cos⁡15∘ v0y = 10 sin⁡15∘ ax = 0 ay = −g

Problem 1: A skier leaves a ramp of a ski jump with a velocity v0 = 10 m/sec, 15∘ above the horizontal. The skier lands on a slope of incline 50∘ at a distance L from the launching point. (a) What distance L does the skier travel down the slope? (b) How long is the skier in the air? In other words, what is t when the skier lands on the slope? t = 0 x0 = 0 y0 = 0 v0x = 10 cos⁡15∘ v0y = 10 sin⁡15∘ ax = 0 ay = −g

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Problem 1: A skier leaves a ramp of a ski jump with a velocity v 0 = 10 m / s e c , 15 above the horizontal. The skier lands on a slope of incline 50 at a distance L from the launching point. (a) What distance L does the skier travel down the slope? (b) How long is the skier in the air? In other words, what is t when the skier lands on the slope?
t = 0 x 0 = 0 y 0 = 0 v 0 x = 10 cos 15 v 0 y = 10 sin 15 a x = 0 a y = g

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