From the top of a 25m high pillar the angle of elevation of the top of a tower and the angle of depression of the foot of the tower are equal then the height of the tower is

Let AD is a Pillar, BC is a Tower, Angle of depression of the base is b0, Angle of elevation is a0.
Given, a = b
in
CDE,
…………..(1)
∠DBA = b (interior angle)
in
DBE,
……….......(2)
In rectangle, ABED,
h = EB,
AB = DE
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h = CE
Height of The Tower = CE + BE
= 50
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