A new building is being constructed a distance of 420 feet from the ocean, and the builder wants to have a rooft patio with a view of the ocean. Another building, in between the new building and the ocean, is located a distan 180 feet from the ocean and has a height of 15 feet. The angle of elevation from the ocean to the top of the ne building, 6, represents the minimum angle for a person on the rooftop to view the edge of the ocean. rooftop patio 15 ft.! 180 ft.

PREALGEBRA
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Chapter9: Math Models And Geometry
Section9.3: Use Properties Of Angles, Triangles, And The Pythagorean Theorem
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A new building is being constructed a distance of 420 feet from the ocean, and the builder wants to have a rooftop
patio with a view of the ocean. Another building, in between the new building and the ocean, is located a distance of
180 feet from the ocean and has a height of 15 feet. The angle of elevation from the ocean to the top of the new
building, 6, represents the minimum angle for a person on the rooftop to view the edge of the ocean.
гoottop
patio
15 ft.!
180 ft.
420 ft.
To the nearest hundredth, what is the measure of 0 in degrees?
Construction for the new building has a maximum height restriction of 32 feet. Is it possible for the builder to
have a rooftop patio with a view of the ocean? Justify your answer. In your response, make sure to define your
variables and show all your work.
Transcribed Image Text:You may use a calculator for this item. A new building is being constructed a distance of 420 feet from the ocean, and the builder wants to have a rooftop patio with a view of the ocean. Another building, in between the new building and the ocean, is located a distance of 180 feet from the ocean and has a height of 15 feet. The angle of elevation from the ocean to the top of the new building, 6, represents the minimum angle for a person on the rooftop to view the edge of the ocean. гoottop patio 15 ft.! 180 ft. 420 ft. To the nearest hundredth, what is the measure of 0 in degrees? Construction for the new building has a maximum height restriction of 32 feet. Is it possible for the builder to have a rooftop patio with a view of the ocean? Justify your answer. In your response, make sure to define your variables and show all your work.
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