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Guten Abend,
ich hoffe jemand kann mir hier schnell weiterhelfen, bzw einen guten Ansatz geben.
An folgender Aufgabe sitze ich seit 60 min:
![](data:image/png;base64,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)
Jedoch habe ich nichtmal eine gute Idee sie zu lösen, bzw, stimmt mein Ergebnis nie mit dem vom Professor überein.
Hier die Lösung:
![](data:image/png;base64,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)
Vielen Dank im Vorraus
ich hoffe jemand kann mir hier schnell weiterhelfen, bzw einen guten Ansatz geben.
An folgender Aufgabe sitze ich seit 60 min:
Jedoch habe ich nichtmal eine gute Idee sie zu lösen, bzw, stimmt mein Ergebnis nie mit dem vom Professor überein.
Hier die Lösung:
Vielen Dank im Vorraus
Diese Frage melden
gefragt
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Punkte: 10
Punkte: 10