From a point 5m high on a level ground the angle of elevation of atop of electric pole at a distance of 15m from the foot of the pole is 45 degree Find the height of the pole
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Let, AD be the height of the point of elevation above the ground. Let AB be the distance of the point from the electric pole.
Given, AD = BE = 5m
AB = DE = 15m
In ∆ABC, B is right angled
tan45° = BC/AB
=> 1 = BC/15
=> BC = 15m
So, the height of the pole = CE
we can write CE as,
CE = BC + BE
CE = 15m + 5m
CE = 20m
∴ The height of the pole = 20m
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