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  2. Topic
    Mathematics
  3. Study Set
    Calculus Concepts and Contexts
  4. Exam
    Exam 9: Extension E: Vectors and the Geometry of Space
  5. Question
    Write a Polar Equation of the Conic That Has a Focus
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Write a Polar Equation of the Conic That Has a Focus

Question 3

Question 3

Multiple Choice

Write a polar equation of the conic that has a focus at the origin,eccentricity Write a polar equation of the conic that has a focus at the origin,eccentricity   ,and directrix   Identify the conic. A)    , ellipse B)    , hyperbola C)    , hyperbola D)    , ellipse ,and directrix Write a polar equation of the conic that has a focus at the origin,eccentricity   ,and directrix   Identify the conic. A)    , ellipse B)    , hyperbola C)    , hyperbola D)    , ellipse Identify the conic.


A) Write a polar equation of the conic that has a focus at the origin,eccentricity   ,and directrix   Identify the conic. A)    , ellipse B)    , hyperbola C)    , hyperbola D)    , ellipse , ellipse
B) Write a polar equation of the conic that has a focus at the origin,eccentricity   ,and directrix   Identify the conic. A)    , ellipse B)    , hyperbola C)    , hyperbola D)    , ellipse , hyperbola
C) Write a polar equation of the conic that has a focus at the origin,eccentricity   ,and directrix   Identify the conic. A)    , ellipse B)    , hyperbola C)    , hyperbola D)    , ellipse , hyperbola
D) Write a polar equation of the conic that has a focus at the origin,eccentricity   ,and directrix   Identify the conic. A)    , ellipse B)    , hyperbola C)    , hyperbola D)    , ellipse , ellipse

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