R=2cosθ Convert to rectangular form?

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To convert the polar equation R = 2cosθ to rectangular form, start by multiplying both sides by r. The correct relationship for converting polar coordinates is r² = x² + y², along with the equations x = r cos θ and y = r sin θ. Substituting these into the equation will help in the conversion process. It's important to reference textbooks for additional methods and clarifications. Understanding these conversions is essential for solving polar equations effectively.
Jurrasic
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It does not explain it in any of the books ? So no clue even on how to start other than,
R = X squared + Y squared
 
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Jurrasic said:
It does not explain it in any of the books ? So no clue even on how to start other than,
R = X squared + Y squared
First of all this isn't correct. It should be
r2 = x2 + y2.

Second, if you have a textbook, check it again, because there are at least two other equations that can be used to convert polar equations:
x = r cos θ and y = r sin θ.

As for your problem,
r = 2 cos θ,
start by multiplying both sides by r. Then substitute.
 

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