Convert Polar Equations To Rectangular Form and vice versa

Practice Questions

Pre-Calculus › Convert Polar Equations To Rectangular Form and vice versa

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1

Convert to polar form.

2

Write the equation in polar form

3

Convert from polar form to rectangular form:

$r=4\cos\theta$

4

Convert the polar equation to rectangular form:

$\theta=\frac{5\pi}{4}$

5

Convert to polar coordinates.

6

Convert the polar equation to rectangular form:

$r=8\sin\theta$

7

Write the equation for $r = \frac{\cos \theta - \frac{1}{2}}{ \cos ^2 \theta }$ in rectangular form

8

Convert the polar equation into rectangular form:

$r=8\sec\theta$

9

Convert the polar equation into rectangular form:

$r=16\csc\theta$

10

Convert $r=\frac{\sin \theta + 1 }{2 \cos ^2 \theta }$ to rectangular form

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