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Convert each of the following equations from polar coordinates to rectangular coordinates. r^2sin(2theta)=4
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hint : \(\large \sin(2\theta) = 2\sin \theta \cos\theta\)
do i divide both sides next?
\[\large r^2\sin(2\theta) = r^2\cdot 2\sin\theta \cos\theta = 2(r\sin\theta)(r\cos\theta) = ?\]
\(\large x = r\cos\theta\) \(\large y = r\sin\theta\) remember these ?
yes
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just plug them in and you're done
\[\large r^2\sin(2\theta) = r^2\cdot 2\sin\theta \cos\theta = 2(r\sin\theta)(r\cos\theta) = 2xy\]
so the rectangular form would be : \[\large 2xy = 4\]
which is same as \[\large xy = 2\]
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