From a point on a level ground, the angle of
elevation of the top of tower is found to be
30°. After walking a distanc

From a point on a level ground, the angle of
elevation of the top of tower is found to be
30°. After walking a distance of 10 m from
this point towards the foot of the tower, the
angle of elevation is found to be 60°. The
height of the tower is __

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2 thoughts on “From a point on a level ground, the angle of<br /> elevation of the top of tower is found to be<br /> 30°. After walking a distanc”

  1. Step-by-step explanation:

    an angle of elevation of topof building from the foot oftower is 30° and an angle of thetop of tower from the foot of building is 60°. Let AD = h, AB = x and BC = 50 and , So we use trigonometric ratios.

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