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At a distance of 30 feet from the base of a flag pole the angle of elevation to the bottom of the flag is 39.2?
At a distance of 30 feet from the base of a flag pole the angle of elevation to the bottom of the flag is 39.2 degrees. The flag is 4.1 feet tall. The pole extends 1 foot above the flag. Find the height of the pole.
also explain how you got the answer
It is simple trig.
Tangent of an angle is equal to the opposite over the adjacent.
Tan 39.2 = .81
Since we know the adjacent to be 30 feet, we can calculate the "opposite" side of the triangle.
.81 = x/30
30*.81 = 24.5 feet.
Now that is the height of the pole up to the bottom of the flag. Add on the height of the flag, you get:
24.5 + 4.1 = 28.6
Add on the rest of the pole that extends over the top of the flag...
28.6 + 1 = 29.6
Due to the nature of rounding, I would say that the flag pole is probably 30 feet tall. Official answer is 29.6, but if you round, it would be 30.
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