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A roofer is standing on the roof of a house 60 ft above the ground. His truck is parked 25 ft from the house. What is the angle of depression from the roofer to his truck?

User Yngve
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2 Answers

4 votes

Answer:

67°

Explanation:

A roofer is standing on the roof of a house 60 ft above the ground. His truck is parked-example-1
User Jcvandan
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6 votes
angle of depression is the angle that is created below the horizontal with your line of sight. to solve the angle of depression, use the formula:
tan(d) = o / a
where d is the angle of depresion
h is the opposite side of the angle which is the height 60 ft
a is the adjacent side of the angle which is 25 ft

tan( d ) = 60 / 25
d = arctan ( 60 / 25)
d = 67.38 degrees
User Helix
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8.8k points