Asked by lyn
From the roof of the building 25 meters high, the angle of elevation of the top of the pole is 21°11’ , from the bottom of the building, the angle of elevation is 43°2’, determine the height of the pole .
Answers
Answered by
Steve
If we let
d = distance between buildings
h = height of the taller building
h/d = tan 43°2’
(h-25)/d = tan 21°11’
so, eliminate d and then evaluate for h
h cot43°2’ = (h-25) cot21°11’
...
d = distance between buildings
h = height of the taller building
h/d = tan 43°2’
(h-25)/d = tan 21°11’
so, eliminate d and then evaluate for h
h cot43°2’ = (h-25) cot21°11’
...
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