Polar and Rectangular Coordinates: Conversion and Distance Formulas
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Points of Polar Coordinates
In the Cartesian plane, a point is located using its distances to the two axes x and y. Another way to represent a point is by specifying the distance from that point to a fixed point and the angle formed between the segment that joins the two points and a fixed line. The fixed point is called the pole and the fixed line is known as the polar axis. This point is represented as
, known as a polar coordinate.

In the figure above, r represents the distance between the pole and point P. Angle
is considered positive when measured counterclockwise and negative when measured clockwise.
Relation Between Rectangular and Polar Coordinates
If the polar plane is placed over a Cartesian plane so that the pole coincides with the... Continue reading "Polar and Rectangular Coordinates: Conversion and Distance Formulas" »