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testing ibpdv and ibpu
05-13-2015, 05:14 AM
Post: #7
RE: testing ibpdv and ibpu
(05-12-2015 07:59 PM)salvomic Wrote:  I'm reading it and trying
\[ \int_0^1{\sqrt{1-x^{2}}}dx \]
assume(u>0); a:=subst('integrate(sqrt(1-x^2)),0,1,x)',x=sin(u)); a;
It should be
assume(u>0); a:=subst('integrate(sqrt(1-x^2),x,0,1)',x=sin(u)); a
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Messages In This Thread
testing ibpdv and ibpu - salvomic - 05-12-2015, 01:57 PM
RE: testing ibpdv and ibpu - parisse - 05-12-2015, 02:44 PM
RE: testing ibpdv and ibpu - salvomic - 05-12-2015, 02:45 PM
RE: testing ibpdv and ibpu - Aries - 05-12-2015, 07:45 PM
RE: testing ibpdv and ibpu - salvomic - 05-12-2015, 07:59 PM
RE: testing ibpdv and ibpu - parisse - 05-13-2015 05:14 AM
RE: testing ibpdv and ibpu - salvomic - 05-13-2015, 07:18 AM
RE: testing ibpdv and ibpu - Arno K - 05-12-2015, 10:18 PM
RE: testing ibpdv and ibpu - Arno K - 05-13-2015, 07:34 AM
RE: testing ibpdv and ibpu - salvomic - 05-13-2015, 07:57 AM
RE: testing ibpdv and ibpu - Arno K - 05-13-2015, 08:16 AM
RE: testing ibpdv and ibpu - salvomic - 05-13-2015, 08:33 AM
RE: testing ibpdv and ibpu - Arno K - 05-13-2015, 08:52 AM
RE: testing ibpdv and ibpu - salvomic - 05-13-2015, 08:57 AM
RE: testing ibpdv and ibpu - Arno K - 05-13-2015, 09:32 AM
RE: testing ibpdv and ibpu - salvomic - 05-13-2015, 09:43 AM
RE: testing ibpdv and ibpu - parisse - 05-13-2015, 02:43 PM
RE: testing ibpdv and ibpu - Arno K - 05-13-2015, 05:22 PM



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