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Questions and Answers
For a point with polar coordinates $\left(2, \frac{3\pi}{2}\right)$, what are the Cartesian coordinates of the point?
For a point with polar coordinates $\left(2, \frac{3\pi}{2}\right)$, what are the Cartesian coordinates of the point?
- $(0,2)$
- $(0,-2)$ (correct)
- $(0,-3)$
- $(2,0)$
What are the polar coordinates of the point with Cartesian coordinates $(\sqrt{2}, \frac{\pi}{4})$?
What are the polar coordinates of the point with Cartesian coordinates $(\sqrt{2}, \frac{\pi}{4})$?
- $(\sqrt{2}, \frac{3\pi}{4})$ (correct)
- $(\sqrt{2}, \frac{-3\pi}{4})$
- $(2, \frac{\pi}{4})$
- $(2, \frac{-3\pi}{4})$
Given Cartesian coordinates $(-1,-\frac{\pi}{6})$, what are the polar coordinates of the point?
Given Cartesian coordinates $(-1,-\frac{\pi}{6})$, what are the polar coordinates of the point?
- $(1, -\frac{\pi}{3})$
- $(-1, \frac{11\pi}{6})$
- $(1, \frac{5\pi}{6})$
- $(1, -\frac{\pi}{6})$ (correct)
What are the polar coordinates of the point with Cartesian coordinates $(-4,4)$?
What are the polar coordinates of the point with Cartesian coordinates $(-4,4)$?
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If a point's Cartesian coordinates are $(3, 3\sqrt{3})$, what are its polar coordinates?
If a point's Cartesian coordinates are $(3, 3\sqrt{3})$, what are its polar coordinates?
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