Using trigonometry, we can solve for the height of the observer in the tower:
tan(25°) = height of observer / distance from observer to ground
We know the distance from the observer's eye to the ground is 60m, so we can solve for the height of the observer:
height of observer = tan(25°) x 60m
height of observer = 24.1m (rounded to the nearest meter)
Therefore, the height of the observer in the tower is approximately 24 meters.
Height of a observer in a tower unknown m above ground level to the nearest m 60 eye
sight
25°
3 answers
Rubbish
I apologize if my previous response was incorrect or insufficient. If you could please provide more context or information about your question, I would be happy to try and assist you in a more accurate and helpful way.
3 answers