More Lessons for Pre-Calculus

Math Worksheets

Videos, worksheets, solutions, and activities to help PreCalculus students learn how to convert between polar coordinates and rectangular coordinates (or Cartesian coordinates)

We will often be asked to convert rectangular to polar coordinates, and this conversion will be very important to understand in Calculus. In order to convert rectangular to polar coordinates, we use the distance formula to find the radius, and the inverse tangent function to find the angle. We may also sometimes be asked to convert from polar coordinates to rectangular coordinates.

This video provides two examples of converting a point given in rectangular coordinates to polar coordinates using degrees.

It can often be useful to convert polar coordinates to rectangular coordinates. Sometimes operations are easier in one coordinate system than the other. The conversion from polar coordinates to rectangular coordinates involves using the sine and cosine functions to find x and y. It is also important to understand how to convert from rectangular to polar coordinates.

This tutorial provides an example of converting a point in polar form to rectangular form.

This video shows how to graph a 'polar point' as well as how to convert from Cartesian to polar form and vice versa.

This video gives formulas to convert between polar and rectangular coordinates and does a few examples of going from rectangular to polar form.

This video gives formulas to convert between polar and rectangular coordinates and does a few examples of going from rectangular to polar form.

Converting Between Polar and Rectangular (Cartesian) Coordinates, Ex 3.

This video shows how to convert from polar to Cartesian form

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