Question

The top of the tower makes an angle of elevation of 60 degrees at the point P on the

plain. The height of the mountain is 500√3 meters. How far from the foot of the tower is

the point P located.​

Answer 1

Answer:

1500m

Step-by-step explanation:

height of tower = 500√3m

angle of elevation = 60 degree

tan 60 = distance from foot of tower and Point P/height of tower

√3 = distance from foot of tower and Point P/500√3

distance from foot of tower and Point P= 1500m