Question

The angle of depression of a point 100 m from the foot of the tree is 60 degrees. Find the height of the tree. explain with diagram..

Answer 1

Step-by-step explanation:

in triangle abc angle ACB = 60 degrees AC equal to H b is equal to 100 M tan theta equal to opposite by adjacent tan 60 equal to H by 100 root 3 by 1 equal to H / 100 X equal to 100 root 3

Answer 2

Answer:

angle of depression=60degree

distance from the tree to the point = 100m

we can take tan60 which is equal to √3/1

tan = opposite side / adjacent side

opposite side=height of tree

adjacent side=100m

tan60=h/100

=√3/1. =. h/100

now do cross multiplication

then

√3x100 =h