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Generate an illustration that clearly highlights a geometry problem setup. A point on level ground is shown 42 meters away from the base of an imposing tower. The point and the top of the tower are connected by a line, symbolizing the line of sight, which forms an angle of elevation of 36 degrees with the ground. Please ensure that the illustration is appealing and contains no text.

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

Please answer the question

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.

I don't know

Please tell me the answer

The distance of the foot of the building is approximately 39.94 meters.

I no the answer

From the top of a building 50m high,the angle of depression of a car is 55'. Find the distance of the foot of the building

6.5cm

36/42=6/7