2. Convert the following polar coordinates to cartesian coordinates with (3,-) (-4) 2n c (2.) a. b. C.

Algebra and Trigonometry (MindTap Course List)
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Chapter8: Polar Coordinates And Parametric Equations
Section8.CT: Chapter Test
Problem 1CT
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2. Convert the following polar coordinates to cartesian coordinates with
(3,–)
b. (-4,)
a.
(2.)
C.
3. Convert the following cartesian coordinates to polar coordinates with the following two
representations:(r,–0)and (-r,0) with 0 < 0 < 2n
a. (-4,4)
b. (-v6, v2)
4. Convert following polar equation as cartesian equation.
a. r= 3 cos(0)
b. r cos 20 = 2sin 0
5. Convert following cartesian equation as a polar equation.
a. x² + y² = 4x
b. y = -x
Transcribed Image Text:2. Convert the following polar coordinates to cartesian coordinates with (3,–) b. (-4,) a. (2.) C. 3. Convert the following cartesian coordinates to polar coordinates with the following two representations:(r,–0)and (-r,0) with 0 < 0 < 2n a. (-4,4) b. (-v6, v2) 4. Convert following polar equation as cartesian equation. a. r= 3 cos(0) b. r cos 20 = 2sin 0 5. Convert following cartesian equation as a polar equation. a. x² + y² = 4x b. y = -x
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