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reduce y in to this from (px + q)^2 + r

where \[y^2=ax^2+bx+c\]

sry i meant y^2

do the same .. it wouldn't make any difference

\[1/a(x+b/2a)^2-b^2/4a+c/a

\[1/a(x+b/2a)^2-b^2/4a+c/a\]

i tried a euclidian sub of t
\[t=y+x\sqrt a\]

yeah .. then substitute u = Sqrt(a)(x + b/x) should be of the form
|dw:1362742001381:dw|

yeah
to the first post or euclidean?

??

do you agree with the sub of\[ t=y+x\sqrt{a}\]

where did you get that y ... there is no such y.

i have to go now but i 'll try it