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How much farther (to the nearest meter) does the airplane have to fly before it is directly above the coastline?

How much farther (to the nearest meter) does the airplane have to fly before it is-example-1

1 Answer

1 vote

SOLUTION:

Case: Trigonometry

Method;

The diagram

The coastline is C

The distance further is 'x'

The Airplane is A.

To find x


\begin{gathered} \tan14\degree=(6000)/(x) \\ x=(6000)/(\tan14\degree) \\ x=(6000)/(0.2493) \\ x=24064.69\text{ }m \end{gathered}

Final answer: Nearest meter

24065 m

How much farther (to the nearest meter) does the airplane have to fly before it is-example-1
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User Deepak Thakur
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