From the top of tower of 50 m high’ neha observe the angle of depression of the top and foot of another building to be 45 and 60 degree respectively. Find height of the building
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Height of building = 21.1 m
Step-by-step explanation:
Let say Horizontal Distance between tower & another buidling = d
Tan 60 = Height of tower/ Horizontal Distance between tower & another building
=> √3 = 50/d
=> d = 50/√3 m
Tan 45 = (height of tower - Height of building) / Horizontal Distance between tower & another building
=> 1 = ( 50 - Height of building) / d
=> d = 50 - Height of building
=> 50/√3 = 50 - Height of building
=> Height of building = 50 - 50/√3
=> Height of building = 50(1 - 1/√3)
= 50(√3 - 1)/√3
= 21.1 m
Height of building = 21.1 m
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