A skier approaches the base of an icy, frictionless hill with a speed of Vo. As the skier travels up the slope, the skier slows down. Find the HORIZONTAL and VERTICAL accelerations, NOT the acceleration of the slope. Use the x-y axes shown with horizontal rightward and vertical upward as positive. The initial velocity, Vo = 10.2 m/s The angle of the hill, b = 15° Cannot figure this thing out.I tried using -9.8Cos/Sin(15 but that was incorrect
In the horizontal direction , there is no force acting , hence
ax = horizontal component = 0 m/s2
In the vertical direction , there is force of gravity acting in downward direction, hence
ay = Vertical component = - 9.8 m/s2
A skier approaches the base of an icy, frictionless hill with a speed of Vo. As...
A skier is traveling at a speed of 39.5 m/s when she reaches the base of a frictionless ski hill. This hill makes an angle of 12o with the horizontal. She then coasts up the hill as far as possible. What height (measured vertically above the base of the hill) does she reach? 3.9734 x m
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