Prove that the curve(a+y)²(b²-y²)=x²y²,a>0,b>0,
Has at x=0,y=-a, a node if b>a, a cusp if b=a and a conjugate point if b<a
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Prove that the curve(a+y)²(b²-y²)=x²y²,a>0,b>0,
Has at x=0,y=-a, a node if b>a, a cusp if b=a and a conjugate point if b<a
I wasn't able to parse your question, but the HE.NET team is hard at work making me smarter.