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By Using a Graphing Utility Select the Correct Graph of the Polar

Question 43

Multiple Choice

By using a graphing utility select the correct graph of the polar equation. Identify the graph. 1414+18sinθ\frac { 14 } { 14 + 18 \sin \theta }


A)
 By using a graphing utility select the correct graph of the polar equation. Identify the graph.  \frac { 14 } { 14 + 18 \sin \theta }   A)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola B)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola C)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola D)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola E)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola
e=97>1 e=\frac{9}{7}>1 \Rightarrow Hyperabola
B)
 By using a graphing utility select the correct graph of the polar equation. Identify the graph.  \frac { 14 } { 14 + 18 \sin \theta }   A)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola B)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola C)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola D)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola E)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola
e=97>1 e=\frac{9}{7}>1 \Rightarrow Hyperabola
C)
 By using a graphing utility select the correct graph of the polar equation. Identify the graph.  \frac { 14 } { 14 + 18 \sin \theta }   A)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola B)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola C)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola D)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola E)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola
e=97>1 e=\frac{9}{7}>1 \Rightarrow Hyperabola
D)
 By using a graphing utility select the correct graph of the polar equation. Identify the graph.  \frac { 14 } { 14 + 18 \sin \theta }   A)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola B)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola C)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola D)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola E)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola
e=97>1 e=\frac{9}{7}>1 \Rightarrow Hyperabola
E)
 By using a graphing utility select the correct graph of the polar equation. Identify the graph.  \frac { 14 } { 14 + 18 \sin \theta }   A)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola B)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola C)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola D)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola E)      e=\frac{9}{7}>1 \Rightarrow   Hyperabola
e=97>1 e=\frac{9}{7}>1 \Rightarrow Hyperabola

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