From: slawek on 16 Jul 2010 13:38 This question is really stupid. We have got an integral (where xa,xb,c etc. are constants; I use a pseudo-Mathematica notation for the clarity) I = Integrate[Exp[-c x] f[x], {x, xa, xb}] we want to obtain the form I = g * Integrate[Exp[-t] F[t], {t, ta, tb}] Obviously, t == c x dt == c dx ta == c xa tb == c xb g == 1/c F[t] == f[x] Maybe I miss something? Well, all variables are real.
From: Gerry on 16 Jul 2010 18:56 On Jul 17, 3:38 am, "slawek" <sla...(a)host.pl> wrote: > This question is really stupid. > > We have got an integral (where xa,xb,c etc. are constants; I use a > pseudo-Mathematica notation for the clarity) > > I = Integrate[Exp[-c x] f[x], {x, xa, xb}] > > we want to obtain the form > > I = g * Integrate[Exp[-t] F[t], {t, ta, tb}] > > Obviously, > > t == c x > dt == c dx > > ta == c xa > tb == c xb > > g == 1/c > F[t] == f[x] > > Maybe I miss something? Well, all variables are real. Your question is not so much stupid as unclear. What are you actually asking? -- GM
From: slawek on 16 Jul 2010 19:03 Uzytkownik "Gerry" <gerry(a)math.mq.edu.au> napisal w wiadomosci grup dyskusyjnych:f01cf568-1a43-49fe-9f76-a82a7080a04e(a)b4g2000pra.googlegroups.com... > On Jul 17, 3:38 am, "slawek" <sla...(a)host.pl> wrote: >> This question is really stupid. >> >> We have got an integral (where xa,xb,c etc. are constants; I use a >> pseudo-Mathematica notation for the clarity) >> >> I = Integrate[Exp[-c x] f[x], {x, xa, xb}] >> >> we want to obtain the form >> >> I = g * Integrate[Exp[-t] F[t], {t, ta, tb}] >> >> Obviously, >> >> t == c x >> dt == c dx >> >> ta == c xa >> tb == c xb >> >> g == 1/c >> F[t] == f[x] >> >> Maybe I miss something? Well, all variables are real. > > Your question is not so much stupid as unclear. > What are you actually asking? Where are errors in these calculations?
From: Gerry on 17 Jul 2010 00:18 On Jul 17, 9:03 am, "slawek" <sla...(a)host.pl> wrote: > Uzytkownik "Gerry" <ge...(a)math.mq.edu.au> napisal w wiadomosci grup > dyskusyjnych:f01cf568-1a43-49fe-9f76-a82a7080a...(a)b4g2000pra.googlegroups..com... > > > > > > > On Jul 17, 3:38 am, "slawek" <sla...(a)host.pl> wrote: > >> This question is really stupid. > > >> We have got an integral (where xa,xb,c etc. are constants; I use a > >> pseudo-Mathematica notation for the clarity) > > >> I = Integrate[Exp[-c x] f[x], {x, xa, xb}] > > >> we want to obtain the form > > >> I = g * Integrate[Exp[-t] F[t], {t, ta, tb}] > > >> Obviously, > > >> t == c x > >> dt == c dx > > >> ta == c xa > >> tb == c xb > > >> g == 1/c > >> F[t] == f[x] > > >> Maybe I miss something? Well, all variables are real. > > > Your question is not so much stupid as unclear. > > What are you actually asking? > > Where are errors in these calculations? Do you have some reason to think that there is an error? -- GM
From: slawek on 17 Jul 2010 05:17 Uzytkownik "Gerry" <gerry(a)math.mq.edu.au> napisal w wiadomosci grup dyskusyjnych:309d7fe3-c38e-4a8e-98a5-13638f320b27(a)k8g2000prh.googlegroups.com... > Do you have some reason to think that there is an error? > -- > GM I was on a meeting last week. The participants of the meeting were three professors (VIP/EU-grants/etc.) and two doctors (Ph.D. in science) All currently teaching on universities. All five claimed that it was wrong calculation. They did not even want to know the rest of results. In my oppinion it was an "Emperor's New Clothes" syndrome. Because "Big Boss" missed a very very obvious approach to a problem, he imagine himself that must be an error somethere. "Lesser Bosses" just simple repeated the statement of the bigger one. Doctors was educated always agree with professors... It was amazing to see these people.
|
Next
|
Last
Pages: 1 2 3 Prev: Transform -- the game Next: Mathematica 7 vs Rubi: Tan[z]/Sqrt[1+Tan[z]^4] |