The equations used to convert a polar equation into a rectangular equation:
- Substitute
for some given value of 'r'. - r = x.secΘ and r = y.cosecΘ
- tanΘ = y.x
<h3>What is a polar equation?</h3>
A polar equation refers to an equation that is used to define a relationship between 'r' (distance of the origin to a point on curve) and Θ (the counter-clockwise angle made by the point on a curve, the origin, and the positive x-axis).
Now, to convert a polar equation into the rectangular equation (an equation composed of variables like x and y, that can be represented on the Cartesian plane), we can use the following equations:
- Substitute
for some given value of 'r'. - r = x.secΘ and r = y.cosecΘ
- tanΘ = y.x
To learn more about polar equations, refer to the link:
brainly.com/question/9363127
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