Problem 1: A deer wishes to jump over a fence that is 2.1 m high. If the deer jumps with an initial speed of 11 m/sec at an angle of 41°. a) What is the maximum height the deer reaches above the ground? Answer: 2.7 m b) What range of distances can the fence be placed over which the deer will be successful at clearing it? Answer: Xmin = 3.3 m and xmax = 8.9 m.
Problem 1: A deer wishes to jump over a fence that is 2.1 m high. If the deer jumps with an initial speed of 11 m/sec at an angle of 41°. a) What is the maximum height the deer reaches above the ground? Answer: 2.7 m b) What range of distances can the fence be placed over which the deer will be successful at clearing it? Answer: Xmin = 3.3 m and xmax = 8.9 m.
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![x = xo + voxt += axt², Vx = Vox + axt, (v²) = (vox)² + 2axx,
y = Yo + Voyt + ½ ayt², vy = voy + Ayt, (v²) = (voy)² + 2a,Ay,
1
m
Vox = Vo cose, voy = vo sin , g = 9.8.
sec²
Problem 1:
A deer wishes to jump over a fence that is 2.1 m high. If the deer jumps with an initial speed of
11 m/sec at an angle of 41°.
a) What is the maximum height the deer reaches above the ground? Answer: 2.7 m
b) What range of distances can the fence be placed over which the deer will be successful
at clearing it? Answer: Xmin = 3.3 m and xmax = 8.9 m.
кутах
d
18
2.1m
^Xmin Xmax
↑](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F916b3e43-3e70-4159-b0c4-23957999f35d%2Fc51076e4-cc81-4a43-b8a3-f9b5c4fdef9d%2Fup5sgj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:x = xo + voxt += axt², Vx = Vox + axt, (v²) = (vox)² + 2axx,
y = Yo + Voyt + ½ ayt², vy = voy + Ayt, (v²) = (voy)² + 2a,Ay,
1
m
Vox = Vo cose, voy = vo sin , g = 9.8.
sec²
Problem 1:
A deer wishes to jump over a fence that is 2.1 m high. If the deer jumps with an initial speed of
11 m/sec at an angle of 41°.
a) What is the maximum height the deer reaches above the ground? Answer: 2.7 m
b) What range of distances can the fence be placed over which the deer will be successful
at clearing it? Answer: Xmin = 3.3 m and xmax = 8.9 m.
кутах
d
18
2.1m
^Xmin Xmax
↑
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