A moving boat is observed from the top of a 150 m high cliff moving away from cliff. The angle of depression of the boat changes from 60 degrees to 45 degrees in 2 minutes. Find the speed of the boat in m/h.
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Hey...
Here is u r answer..
Hope this help u....
The correct image is the first pic and rest solving is the next... Make sure u go through both the pages..
Here is u r answer..
Hope this help u....
The correct image is the first pic and rest solving is the next... Make sure u go through both the pages..
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Answered by
2
Answer:
1092m/hr
step by step explanation:-
from ∆ABC,
=AB/BC=tan60°
=BC=AB/tan60°
=BC=150/√3
From ∆ABC
=AB/BD=tan60° or AB=BD. {since tan45°=1}
=BD=150m
Distance covered in 2min
= BD-BC
=150-150/√3
=150√3-150/√3
Distance covered in 1 hr
=150(√3-1)/√3×2×60m
Speed=4500(√3-1)/√3
=4509-1500√3
=4500-2598
=1902m/hr
Hence, the speed of the boat is 1902m/hr
HOPE IT HELPED U ........ Thx for asking me!!!!/
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