Question

from the top of building of height 'h' metres the angle of elevation of the top of a Tower is 30 degrees and angle of depression to its foot is 'a' degree the distance of the building from lower is 'x' metre draw a suitable diagram for this data​

Answer 1

Given more information than just the image.

You can calculate now,

The value of Tan(30) + x which is the excess height of tower to that of the building.

The tower height is Tan(30) + x + h

While Tan(a) = h/x

So our new tower height will be,

1 / $\sqrt{3}$+ x + h

0.57 + x + h

The image is given below.

Answer 2

Step-by-step explanation:

AB is building of height Hm

CD tower of Xm