Matfyz Wiki
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| # 1. priklad pisomka A | |
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| <{ForumPost(poster="tibor", timestamp=2005-09-09 17:59:04)}> Ahoj Chcem sa spytat na riesenie 1. prikladu v pisomke A. Vychadza mi ze v x=1 to nema vlastnu limitu a z definicie potom neexistuje Newtonov integral, ale sa mi nechce verit ze by nieco take bolo v pisomke, nemate niekto riesenie? Spocitat neurcity integral nie je problem len co s tym ked x=1. Zadanie je tu [http://www.karlin.mff.cuni.cz/~pick/MAI ... isem_A.pdf](http://www.karlin.mff.cuni.cz/~pick/MAII_04-05_LS_pisem_A.pdf) <{/ForumPost}> |
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| <{ForumPost(poster="tutchek", timestamp=2005-09-10 00:25:00)}> pac uz jsem krapet vysel ze cviku, nechal jsem si to spocitat pocitac: \!\(\(-2\)\ \@\(1\/\(\(-1\) + x\)\)\ \@\(\(-1\) + x\)\ \((ArcSin\[\@\(\(-1\) + \ x\)\/\@2] - \@3\ ArcTan\[\@\(\(-1\) + x\)\/\@\(1 - x\/3\)])\)\) uhm... mathematica zas*** -2(ArcSin(SQRT((-1+x)/2)-SQRT(3)*ArcTan(SQRT\[(-1+x)/(1-x/3)])) coz je imho 0 v 1 \[-1 + 1 = 0, zbytek je nezajimavy] ale jsem ted spise ve vodach programovani nez analyzy, takze bez zaruky <{/ForumPost}> |
Diskuse se delaji po vlaknech `== Tema ==`, dalsi prispevky se odsazuji pomoci `*, **, ***, ...` a podepisuji pomoci `~~~~`. |
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| <{ForumPost(poster="Ferro_the_King", timestamp=2005-09-10 01:29:07)}> | Kala oti einai aderfi einai oeanoflro .alla einai toso ksefonimeni na isxyrizetai oti i Kaneli tou askise prwti swmatiki via????Ase pou i Kaneli 2 lekseis na pei ton exei tapwsei to mapa giati n askhsei via? An k einai toso aderfi pou xalara ton exei tou xeriou tis i kaneli .Malista pisteuw den antapedwse ta xtypimata giati fovithike mh toy xalasei to make upVy jste banda ,ktere1 se věnuje trestne9 činosti !!!!!!!! Propagujete sve9 pojstoe nezakonnfdm jednanedm.A tedm chcete doke1zat co? Že jste banda krimine1lnedk s plnou hubou kecu,kteřed nedovedou nic jine9ho,než čme1rat po cizedm majetku!!?? To už jste doke1zali |
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| > tutchek wrote: > \!\(\(-2\)\ \@\(1\/\(\(-1\) + x\)\)\ \@\(\(-1\) + x\)\ \((ArcSin\[\@\(\(-1\) + \ > x\)\/\@2] - \@3\ ArcTan\[\@\(\(-1\) + x\)\/\@\(1 - x\/3\)])\)\) |
## gUcqGxCFhUmHRmMy ## |
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| A ja myslel, ze kurzy Cinstiny budou az pristi rok :D :D <{/ForumPost}> |
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