Answer:
The flag is 16.321 meters high.
Explanation:
The situation is represented in the attached figure
In the figure we have
[tex]tan(\theta )=\frac{H}{D}[/tex]
Given that
θ = 25.0 degrees
D = 35.0 meters
Applying values in the above equation we have
[tex]tan(25)=\frac{H}{35.0}\\\\\therefore H=35.0\times tan(25^{o})=16.321meters[/tex]
