aliyahmuhammad2948
03.07.2019 •
Mathematics
An observer (o) spots a plane (p) taking off from a local airport and flying at a 33° angle horizontal to her line of sight and located directly above a tower (t). the observer also notices a bird (b) circling directly above her. if the distance from the plane(p) to the tower (t) is 7,000 ft., how far is the bird (b) from the plane (p)? round to the nearest whole number. two parallel lines b p and o t with a transversal running through p and o. dotted red line from p to t and from b to o. angle p o t is 33 degrees. the length of p t is 7000. the length of b p is x. 3815 feet 5873 feet 8343 feet 10,779 feet
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Ответ:
Answer. Fourth option: 10,779 feet
Solution:
tan Angle POT = (Opposite leg) / (Adjacent leg)
tan 33° = PT / BP
PT=7,000 feet
tan 33° = 7,000 feet / x
Solving for x:
tan 33° x = 7,000 feet
Dividing both sides of the equation by tan 33°:
tan 33° x / tan 33° = 7,000 feet / tan 33°
x = 7,000 feet / tan 33°
x= 7,000 feet / 0.649407593
x = 10,779.05475 feet
x = 10,779 feet
Ответ:
Step-by-step explanation:
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