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Find the Eccentricity and Distance from the Pole to the Directrix

Question 15

Multiple Choice

Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.


A) eccentricity: Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
Distance from pole to directrix: Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
The graph is an ellipse. Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
B) eccentricity: 3
Distance from pole to directrix: Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
The graph is an ellipse. Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
C) eccentricity: Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
Distance from pole to directrix: Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
The graph is an ellipse. Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
D) eccentricity: 3
Distance from pole to directrix: Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
The graph is a hyperbola. Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
E) eccentricity: 3
Distance from pole to directrix: Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.
The graph is a hyperbola. Find the eccentricity and distance from the pole to the directrix of the conic. Then sketch and identify the graph. Use a graphing utility to confirm your results. A) eccentricity: Distance from pole to directrix: The graph is an ellipse. B) eccentricity: 3 Distance from pole to directrix: The graph is an ellipse. C) eccentricity: Distance from pole to directrix: The graph is an ellipse. D) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola. E) eccentricity: 3 Distance from pole to directrix: The graph is a hyperbola.

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