To find the angles made by the sun to the end of the shadow on the ground, we can use trigonometry. Let's denote the height of the tower as h and the length of its shadow on the ground as s.
Given that the height of the tower is v3 times its shadow, we have the equation:
h=V3-s
We can then use trigonometric ratios to find the angles. Let O be the angle made by the sun's rays with the ground.
h
tan(0) =
V3. s
= V3
S
This implies that 0 = tan '(v3) or
approximately 60°.
So, the angle made by the sun to the end of the shadow on the ground is approximately 60°
