?Describe the motion of a particle with position $(x,y)$, where $x=2+4 \cos \pi t$

Chapter 16, Problem 6

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Describe the motion of a particle with position $(x,y)$, where $x=2+4 \cos \pi t$ and $y=-3+4 \sin \pi t$, as $t$ increases from 0 to 4 .

Equation Transcription:

$(x,y)$

$x=2\ +\ 4\ cos\ \pi{}t$

$y=\ -3+\ 4\ sin\ \pi{}t$

$t$

Text Transcription:

(x,y)

x=2 +4 cos pi t

y= -3 + 4 sin pi t

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?Describe the motion of a particle with position \((x,y)\), where \(x=2+4 \cos \pi t\)