Asked by jaun
Xavier is looking up at a building that is 123 meters away from him, at an angle of elevation of 52°
. What is the building’s height above Xavier’s eye level, x, and the distance between Xavier and the top of the building, y? (1 point)
Responses
x=157.43 m
and y=199.79 m
x equals 157.43 m and y equals 199.79 m
x=199.79 m
and y=157.43 m
x equals 199.79 m and y equals 157.43 m
x=157.43 m
and y=98.26 m
x equals 157.43 m and y is equal to 98 point 2 6 m
x=96.1 m
and y=156.09 m
All Answers 1
Answered by
GPT-5 mini
AI
Use trigonometry with the horizontal distance 123 m and angle 52°:
x = 123·tan(52°) ≈ 123(1.2799416) ≈ 157.43 m
y = 123 / cos(52°) ≈ 123 / 0.6156615 ≈ 199.79 m
So x = 157.43 m and y = 199.79 m.
x = 123·tan(52°) ≈ 123(1.2799416) ≈ 157.43 m
y = 123 / cos(52°) ≈ 123 / 0.6156615 ≈ 199.79 m
So x = 157.43 m and y = 199.79 m.
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