### Home > PC3 > Chapter 11 > Lesson 11.2.2 > Problem11-102

11-102.

Using your knowledge of polar equations, write an equation that will rotate $y = x^{3}$ counterclockwise $45º$.

Recall that rotating curves is done most efficiently when an equation is in polar form.

Rewrite $y = x^{3}$ in polar form:

$r\sin(θ) = r^3\cos^3(θ)$