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change y=3x^2 +1 into polar form
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what do x,y equal in polar cord? \[x=r\cos\theta \text{ and } y = ?\]
\[y=r \sin \theta\]
@Redcan
ok, now sub the new equations into the original
\[rsin \theta =3\cos \theta ^2+1\]
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Yep, \[r\sin\theta=3(r\cos\theta)^2+1\]
yes
then what
now you can simplify if you want... recall \[sin^2\theta + \cos^2\theta = 1\]
okay
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so replace the cos^2 with 1
Um, nope. we would need a sin^2 as well to do that.
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