0
Guten Morgen,
wie im Titel beschrieben suche ich einen Lösungsweg für die Definitionsmenge dieser Funktion:
![](data:image/png;base64,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)
Klassisch Nenner = 0 setzen, aber wie mache ich dann weiter?
Danke euch:)
wie im Titel beschrieben suche ich einen Lösungsweg für die Definitionsmenge dieser Funktion:
Klassisch Nenner = 0 setzen, aber wie mache ich dann weiter?
Danke euch:)
Diese Frage melden
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userf12c01
Punkte: 12
Punkte: 12