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Forum Maschinenbau Rostock • Thema anzeigen - 09.1

09.1

09.1

Beitragvon Marcus » Mi 8. Dez 2010, 13:45

So na dann will ich mal anfangen ;)

Die Rechnungswege kommen noch...

a) 15
b) 0
c) e^3
d) 0
e) 0
f) 1
g) 1
Marcus
 
Beiträge: 96
Registriert: Do 14. Okt 2010, 15:06

Re: 09.1

Beitragvon Marcus » Mi 8. Dez 2010, 14:51

Hier nu die Rechnungswege:

09.1.jpg
Marcus
 
Beiträge: 96
Registriert: Do 14. Okt 2010, 15:06

Re: 09.1

Beitragvon Robsen » Do 9. Dez 2010, 19:48

ich hab für a) noch 2 weitere grenzwerte. da die funktion für n=1 und n=-1 nicht definiert ist gibt es an diesen stellen auch grenzwerte.
nach lim ( f(x)/g(x) ) = lim ( g(x) ) kriege ich für x->1 g= +/-
und für x->-1 g= -
Robsen
 
Beiträge: 4
Registriert: So 28. Nov 2010, 16:17

Re: 09.1

Beitragvon Hotte » Mo 13. Dez 2010, 16:18

ich hab bei f das?! mfg
Dateianhänge
123.JPG
"skilled metal worker"
Hotte
 
Beiträge: 129
Registriert: So 24. Okt 2010, 19:38

Re: 09.1

Beitragvon Marcus » Mo 13. Dez 2010, 20:14

@ Hotte

Soweit war ich auch schon, nur das der Grenzwert nicht 0, sondern 1 ist...
Marcus
 
Beiträge: 96
Registriert: Do 14. Okt 2010, 15:06

Re: 09.1

Beitragvon NPX » Mo 13. Dez 2010, 20:34

@ Robsen

Für x bzw n ->+-1 ... das sind doch nur Polstellen und keine Grenzwerte
NPX
 
Beiträge: 35
Registriert: Mo 18. Okt 2010, 18:55

Re: 09.1

Beitragvon Robsen » Mo 13. Dez 2010, 20:52

@ NPX

hmm, hätte mal besser genauer gelesen, es geht ja um folgen, nicht funktionen...
Zuletzt geändert von Robsen am Di 14. Dez 2010, 01:49, insgesamt 1-mal geändert.
Robsen
 
Beiträge: 4
Registriert: So 28. Nov 2010, 16:17

Re: 09.1

Beitragvon NPX » Mo 13. Dez 2010, 21:40

@ Hotte

ich glaube deine Rechnung ist falsch
wenn du statt der hoch 0,5 ne 2 hast isses ja auch nich n^4+n^2
kannst ja nicht einfach so auflösen weil es ja kein produkt ist
NPX
 
Beiträge: 35
Registriert: Mo 18. Okt 2010, 18:55


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