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Calculus1
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Find the point on the curve \[y^3 -4xy+x^2 =1\] inside Quadrant I having x=1.
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What happens of you make x=1 and rewrite the equation
you there
\[y^3-4(1)y+(1)^2=1 \rightarrow y^3-4y+1=1 \rightarrow y^3-4y=0\rightarrow y(y^2-4)=0\]
So y would equal 0, 2, and -2
but which one would be in Q-1
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y=2 for sure. But would y=0 also be part of quadrant 1?
I don't think so. Good work
Alright, thank you for the help!
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