a. What are the (x,y) components of the initial velocity? m/s Vix = 4 ymax yi m X = b. What is Ay, the height above the end of the ramp? What is ymax? Ay= Viy Seconds 2. A skier travels down a slope, which turns up at the bottom, launching the skier at an angle = 53°above the horizontal. The skier leaves the end of the ramp with an initial speed of 35 m/s. The end of the ski ramp is y₁ = 10 m above the ground. Ymax F m m/s. c. Use the quadratic formula to determine how much time the skier is in the air? m d. How far from the end of the ramp, horizontally, does the skier hit the ground?

College Physics
11th Edition
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Chapter1: Units, Trigonometry. And Vectors
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Vix =
a. What are the (x,y) components of the initial velocity?
m/s
m
Xf=
ymax
Xf
b. What is Ay, the height above the end of the ramp? What is ymax?
Ay=-
Seconds
Vfx =
Viy
m
Ymax F
c. Use the quadratic formula to determine how much time the skier is in the air?
2. A skier travels down a slope, which turns
up at the bottom, launching the skier at an
angle = 53°above the horizontal.
The skier leaves the end of the ramp with an
initial speed of 35 m/s. The end of the ski
ramp is y₁ = 10 m above the ground.
d. How far from the end of the ramp, horizontally, does the skier hit the ground?
e. What are the (x,y) components of the skier's final velocity?
m/s
m/s.
Vfy =
f. What is the magnitude and direction of ve?
magnitude of ve
m/s
m
m/s
Transcribed Image Text:Vix = a. What are the (x,y) components of the initial velocity? m/s m Xf= ymax Xf b. What is Ay, the height above the end of the ramp? What is ymax? Ay=- Seconds Vfx = Viy m Ymax F c. Use the quadratic formula to determine how much time the skier is in the air? 2. A skier travels down a slope, which turns up at the bottom, launching the skier at an angle = 53°above the horizontal. The skier leaves the end of the ramp with an initial speed of 35 m/s. The end of the ski ramp is y₁ = 10 m above the ground. d. How far from the end of the ramp, horizontally, does the skier hit the ground? e. What are the (x,y) components of the skier's final velocity? m/s m/s. Vfy = f. What is the magnitude and direction of ve? magnitude of ve m/s m m/s
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