Find all intersections of the curves $r=3^{(1/3)}\cos(\theta) , r=\sin(\theta)$
What I have done so far is to just put them equal to each other like this:
$3^{(1/3)}\cos(\theta)=\sin(\theta)$, but how to solve the equation? Any tips?
2026-03-30 02:40:56.1774838456
Finding intersections points of pairs of polar curves?
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