The parametric equations are : $$ x=16\sin^3(t)$$ and $$y=13\cos(t)-5\cos(2t)-2\cos(3t)-\cos(4t) $$
with $t$ from $-\pi$ to $+\pi$
so I'm new to this kind of equations and i really don't know how to start the conversion... Can someone help me?
2026-04-03 00:59:00.1775177940
How can i translate a parametric equation to cartesian
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