| Subject: | Re: Solutions to a cubic? |
|---|---|
| From: | "Gerry" |
| Date: | 30 Sep 2006 04:35:36 -0700 |
| Newsgroups: | sci.math |
Gerry wrote: > This one should work out just fine: > ((3n+1)a^2+(3m+1)a+1)/a^2=3y1^2+3y1y2+y2^2 Let me try this again: x1=-3,x2=-2,x3=0 a=-1/4 n=2, m=1 b=na+m=1/2 y1=x2-x1=-1 y2=x3-2x2+x1=1 (((3n+1)a^2+(3m+1)a+1)/a^2=7 3y1^2+3y1y2+y2^2=7 > Regards > Gerry |
| <Prev in Thread] | Current Thread | [Next in Thread> |
|---|---|---|
| ||
| Previous by Date: | Re: Proof by contradiction, is this right?, David C . Ullrich |
|---|---|
| Next by Date: | Typo in Ramanujan's letter to Hardy, titus_piezas |
| Previous by Thread: | Re: Solutions to a cubic?, Gerry |
| Next by Thread: | Re: Solutions to a cubic?, sttscitrans |
| Indexes: | [Date] [Thread] [Top] [All Lists] |