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rootof ???
09-04-2014, 07:56 PM
Post: #7
RE: rootof ???
(09-04-2014 07:08 PM)phgerin Wrote:  Hello,
Can you explain what is an "algebraic extension" ? Or a link ?
I recommend reading first about algebraic number.

Quote:also, solve(x^2-2*x+((-1-i)*x)/sqrt(2)+(2+2*i)/2,x) crashes the calculator.
Seems to be solved with the patch I'm implementing for rewriting the rootof above.
l:=csolve(x^2-2*x+((-1-i)*x)/sqrt(2)+(2+2*i)/2,x)
giac returns a rather complicated answer
list[1/72*(sqrt(2)*(18+18*i)+18*sqrt(2*sqrt((sqrt(2)*2-3)^2+8)+sqrt(2)*4)*((i)*(sqrt(2)*2592-3888)/(1296*sqrt((sqrt(2)*2-3)^2+8)+sqrt(2)*2592)+1)+72),1/72*(sqrt(2)*(18+18*i)-18*sqrt(2*sqrt((sqrt(2)*2-3)^2+8)+sqrt(2)*4)*((i)*(sqrt(2)*2592-3888)/(1296*sqrt((sqrt(2)*2-3)^2+8)+sqrt(2)*2592)+1)+72)]
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Messages In This Thread
rootof ??? - Helge Gabert - 09-04-2014, 12:44 AM
RE: rootof ??? - parisse - 09-04-2014, 05:46 AM
RE: rootof ??? - Helge Gabert - 09-04-2014, 01:49 PM
RE: rootof ??? - Tim Wessman - 09-04-2014, 02:20 PM
RE: rootof ??? - parisse - 09-04-2014, 06:48 PM
RE: rootof ??? - phgerin - 09-04-2014, 07:08 PM
RE: rootof ??? - parisse - 09-04-2014 07:56 PM



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