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The bearing of a boy on the corridor of a storey building from a ball on the ground is N72°E. What is the bearing of the ball from the boy?​

User Naoe
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1 Answer

7 votes

Answer:

Explanation:

man is standing in the corridor of a 10-storey building and looking down at a tall tree in front of the building. He sees the top of the tree at angle of depression of 30o. If the tree is 200m tall and the man's eyes are 300m above the ground, calculate the angle of depression of the foot tree as seen by the man

A. 30o

B. 60o

C. 45o

D. 25o

Explanation

Let x rep. the angle of depression of the foot of the tree.

tan 30o = y100y100

y = 100 tan 30o

= 57.8

By Pythagoras, AC2 = 3002 + 582

= 900 + 3354

tan x = oppadjoppadj

= 5830058300

= 0.19

tan x = 0.19

x = tan 0.19

= 60o

User Timur Osadchiy
by
7.7k points
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