Respuesta :
Answer: Tan29°=(n-1.8)/16.4
n=16.4tan29°+1.8
n≈10.9 meters (to nearest tenth of a meter)
[tex]\tan29^\circ=\dfrac n{16.4}[/tex]
where [tex]n[/tex] is the vertical distance between the nest and the camera. So the nest is
[tex]n=16.4\tan29^\circ\approx9.09\,\mathrm m[/tex]
above the camera's position. Add 1.8 m to this to find the height of the nest above the ground, which would be
[tex]n+1.8\,\mathrm m\approx10.9\,\mathrm m[/tex]
making the answer C.