![]() This shows that we can convert polar equations to rectangular equations and graph them using our past knowledge of functions. Knowing how to convert equations to rectangular and polar forms will help observe multiple relationships between two sets of data.Ĭonverting polar to rectangular equation will require us to use the relationship between $\boldsymbol$. We can convert polar equations to rectangular form to rewrite a rectangular equation in terms of $x$ and $y$ to an equation of the form $r$ and $\theta$.
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