Conversion between Cartesian and Polar Coordinates in Plane/Examples
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Examples of Use of Conversion between Cartesian and Polar Coordinates in Plane
Example: $\polar {4, \dfrac \pi 3}$
The point $P$ defined in polar coordinates as:
- $P = \polar {4, \dfrac \pi 3}$
can be expressed in the corresponding Cartesian coordinates as:
- $P = \tuple {2, 2 \sqrt 3}$
Example: $\polar {-2, -\dfrac \pi 4}$
The point $P$ defined in polar coordinates as:
- $P = \polar {-2, -\dfrac \pi 4}$
can be expressed in the corresponding Cartesian coordinates as:
- $P = \tuple {\sqrt 2, -\sqrt 2}$