Question

The shadow of A tower is root3 times to the height of the tower Then angle of elevation with the sun is

Answer 1

Answer: 30°

Step-by-step explanation:

Let say Height of tower = H

The shadow of a tower is root 3 times its height

Then shadow of Tower = H√3

Angle of elevation = α

=> Tanα = Height of tower/shadow of Tower

=> Tanα = H/H√3

=> Tanα = 1/√3

=> α = 30°

30° is the angle of elevation of the top of the tower if the shadow of a tower is root 3 times it height.

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