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Guten Tag
Bei folgender Aufgabe habe ich leider Mühe:
![](data:image/png;base64,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)
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)
Ich verstehe nicht warum der D2 nicht [2;∞( ist?
Vielen Dank für die Hilfe
Bei folgender Aufgabe habe ich leider Mühe:
Ich verstehe nicht warum der D2 nicht [2;∞( ist?
Vielen Dank für die Hilfe
Diese Frage melden
gefragt
mathe781
Punkte: 49
Punkte: 49