Respuesta :
Given that the distance between the bad and the watcher is 37.4 ft and the distance between the birds is 17.8, the angle of elevation will be given by:
tan theta=[opposite]/[adjacent]
opposite=17.8 ft
adjacent=37.4 ft
thus
tan theta=17.8/37.4
theta=tan(17.8/37.4)
theta=25.5
The angle elevation will be 25.5
tan theta=[opposite]/[adjacent]
opposite=17.8 ft
adjacent=37.4 ft
thus
tan theta=17.8/37.4
theta=tan(17.8/37.4)
theta=25.5
The angle elevation will be 25.5
The measure of the angle of depression, between this bird and the bird watcher is 61.6 degrees.
How to find the angle of depression?
The angle of depression between this bird and the bird watcher can be found using trigonometric ratios.
Therefore,
cos x = adjacent / hypotenuse
Hence,
cos x = 17.8 / 37.4
cos x = 0.47593582887
x = cos⁻¹ 0.47593582887
x = 61.5797547444
Therefore,
angle of depression = 61.6 degrees
learn more on angle of depression here: https://brainly.com/question/4471902
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