Exam 10: Section 4: Conics, Parametric Equations, and Polar Coordinates

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Find two sets of polar coordinates for the point Find two sets of polar coordinates for the point   for   . for Find two sets of polar coordinates for the point   for   . .

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C

Convert the rectangular equation Convert the rectangular equation   to polar form. to polar form.

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E

Match the graph with its polar equation. Match the graph with its polar equation.

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E

Match the graph with its polar equation. Match the graph with its polar equation.

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For the given point in rectangular coordinates, find two sets of polar coordinates for the point for For the given point in rectangular coordinates, find two sets of polar coordinates for the point for   .  . For the given point in rectangular coordinates, find two sets of polar coordinates for the point for   .

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Convert the polar equation to rectangular form. Convert the polar equation to rectangular form.

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Match the graph with its polar equation. Match the graph with its polar equation.

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For the given point in polar coordinates, find the corresponding rectangular coordinates for the point. For the given point in polar coordinates, find the corresponding rectangular coordinates for the point.   . .

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Convert the polar equation Convert the polar equation   to rectangular form. to rectangular form.

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Convert the rectangular equation to polar form. Convert the rectangular equation to polar form.

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Match the graph with its polar equation. Match the graph with its polar equation.

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Find the corresponding rectangular coordinates for the point Find the corresponding rectangular coordinates for the point   . Round your answer to three decimal places. . Round your answer to three decimal places.

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Find two sets of polar coordinates for the point Find two sets of polar coordinates for the point   for   . for Find two sets of polar coordinates for the point   for   . .

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Convert the polar equation to rectangular form. Convert the polar equation to rectangular form.

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Convert the rectangular equation to polar form. x = 5

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