An observer 1.7m tall is 20 root 3 away from a tower the angle of elevation from the eye of an observer to the top of tower 30 find height of tower
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Solution :-
Let AB be the height of the tower and DE be the height of the observer.
Then,
In Δ ACD,
AC/DC = tan 30°
⇒ x/√30 = tan 30° = 1/√3
⇒ x = 20 m
⇒ AB = 20 m + 1.7 m
= 21.7 m
So, the height of the tower is 21.7 m
Answer.
Let AB be the height of the tower and DE be the height of the observer.
Then,
In Δ ACD,
AC/DC = tan 30°
⇒ x/√30 = tan 30° = 1/√3
⇒ x = 20 m
⇒ AB = 20 m + 1.7 m
= 21.7 m
So, the height of the tower is 21.7 m
Answer.
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