A curve is expressed with the two equations:
$x=3+\cos(t)$
$y=4\sin(t)$
How can I find the period of this curve? I was thinking to get the period of $y = 4\sin(\arccos(t-3))$ but I'm not sure of that.
Thanks
A curve is expressed with the two equations:
$x=3+\cos(t)$
$y=4\sin(t)$
How can I find the period of this curve? I was thinking to get the period of $y = 4\sin(\arccos(t-3))$ but I'm not sure of that.
Thanks
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Since each component is periodic with period $2\pi$, the curve is periodic with period $2\pi$.