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9.3 Polar and Rectangular Coordinates. The following relationships exist between Polar Coordinates (r,  ) and Rectangular Coordinates (x, y): Polar vs.

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Presentation on theme: "9.3 Polar and Rectangular Coordinates. The following relationships exist between Polar Coordinates (r,  ) and Rectangular Coordinates (x, y): Polar vs."— Presentation transcript:

1 9.3 Polar and Rectangular Coordinates

2 The following relationships exist between Polar Coordinates (r,  ) and Rectangular Coordinates (x, y): Polar vs. Rectangular Forms

3 Rewrite the following polar coordinates in rectangular form: Polar vs. Rectangular Forms

4 Now, rewrite the following rectangular coordinates in polar form: (5, 5). Polar vs. Rectangular Forms

5 An equation whose variables are polar coordinates is called a polar equation. The graph of a polar equation consists of all points whose polar coordinates satisfy the equation.

6 Identify and graph the equation: r = 2 Circle with center at the pole and radius 2.

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12 is a horizontal line a units above the pole if a > 0 and units below the pole if a < 0.

13 is a vertical line a units to the right of the pole if a > 0 and units to the left of the pole if a < 0.

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15 Refer to wksht 9.3 in lesson folder…..


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