Question

A park ranger at the top of a 700-meter station sees a fair that is 1800 meters from the base of the tower.

What is the angle of elevation in degrees?

Answer 1

To find the angle of elevation, we can use the concept of tangent. The angle of elevation is approximately 67.7 degrees.

Step-by-step explanation:

To find the angle of elevation, we can use the concept of tangent.

Tan(Angel of Elevation) = Opposite/Adjacent

Here, the opposite side is the height of the fair, which is 1800 meters, and the adjacent side is the height of the station, which is 700 meters.

Tan(Angel of Elevation) = 1800/700

Angel of Elevation = tan-1(1800/700)

Using a calculator, the angle of elevation is approximately 67.7 degrees.