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How would I test for symmetry Example: x^2 + xy + y^2 = 0
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multply and divide by (x-y) and will result to you
\[(x-y)(x ^{2}+xy+y ^{2})=x ^{3}-y ^{3}\]
and this divided by (x-y)
\[(x ^{3}-y ^{3})/(x-y)\]
that is the equation for an ellipse with radius zero. to find symmetry draw a picture ,of x^2+xy+y^2=c where you draw a a few values of c |dw:1319188500674:dw| these lines are all symmetric about both x=y, and x=-y
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