The angle of elevation of the top of a tower from a point is 42m alwayfrom its base on level ground is 36 degree. Find the hight of the tower
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jut note that
h/42 = tan 36°
the angle elevation of the top of the tower from a point 42cm away fom its base level ground is 36degrees . find the height of the tower
We can solve the problem using trigonometry. Let the distance between the car and the foot of the building be x meters.
Then, we can form a right triangle with the 50-meter building, the ground, and the car. The angle opposite the side of length x is 55 degrees.
Using the tangent ratio, we have:
tan(55) = 50/x
x = 50/tan(55)
x ≈ 39.94 meters
Therefore, the distance of the foot of the building is approximately 39.94 meters.
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