The cross section of the roof of a storage building shown in the figure to the right is hyperbolic with the horizontal beam passing through the focus. Find the equation of the hyperbola such that its center is at the origin. 17 m 42 m The equation for a hyperbola centered at the origin that can open downward is a2 = 1. The vertex of the hyperbola is located at b2 the peak of the roof and the foci is located at the middle of the horizontal beam. The equation of the roof hyperbola is ||.
The cross section of the roof of a storage building shown in the figure to the right is hyperbolic with the horizontal beam passing through the focus. Find the equation of the hyperbola such that its center is at the origin. 17 m 42 m The equation for a hyperbola centered at the origin that can open downward is a2 = 1. The vertex of the hyperbola is located at b2 the peak of the roof and the foci is located at the middle of the horizontal beam. The equation of the roof hyperbola is ||.
Chapter4: Rational Functions And Conics
Section4.3: Conics
Problem 99E
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![The cross section of the roof of a storage building shown in the figure to the right is hyperbolic with the horizontal beam passing
through the focus. Find the equation of the hyperbola such that its center is at the origin.
17 m
42 m
y? x?
- =1. The vertex of the hyperbola is located at
a? b2
The equation for a hyperbola centered at the origin that can open downward is
the peak of the roof
and the foci is located at the middle of the horizontal beam.
The equation of the roof hyperbola is||](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F135b4d2c-a5e8-4598-ac22-50317826d793%2F586030b5-de0d-4390-bb23-858e302a0e16%2Flanhstp_processed.png&w=3840&q=75)
Transcribed Image Text:The cross section of the roof of a storage building shown in the figure to the right is hyperbolic with the horizontal beam passing
through the focus. Find the equation of the hyperbola such that its center is at the origin.
17 m
42 m
y? x?
- =1. The vertex of the hyperbola is located at
a? b2
The equation for a hyperbola centered at the origin that can open downward is
the peak of the roof
and the foci is located at the middle of the horizontal beam.
The equation of the roof hyperbola is||
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