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30 km
40 km
50 km
183.6 meters
184.6 meters
185.6 meters
height and distance.
Length and width
None of these
Given the height of the tower is 30 m and the distance of the object from the tower is 10 m. Find the angle of depression when the observer is in the tower and observing the object.
θ = 71.56°
θ = 72.56°
θ = 73.56°
Tanθ=OATanθ=\frac{O}{A}Tanθ=AO
sinθ=OA\sinθ=\frac{O}{A}sinθ=AO
cosθ=OA\cosθ=\frac{O}{A}cosθ=AO
the angle created by the line of sight of an observer and a horizontal line for an object below the horizontal.
Angle of evaluation
Angle of depression
Given the angle of depression formed when the observer is observing the object from top of a pole is 30°. The distance of the object from the pole is 100 m. Find the height of the pole.
57.5 m
57.6 m
57.7 m
θ = 66.38°
θ = 67.38°
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Trigonometric
It is done.