Du führst den Zaubertrick mit Melli Mathemagicus durch. [br]Melli nennt dir 3 Ziffern ihres Ergebnisses. [br]Die Ziffernsumme der 3 Ziffern ist 18, also durch 9 teilbar. [br]Die fehlende Ziffer kann entweder 0 oder 9 sein. [br]Überlege dir, wie du die fehlende Ziffer mit Hilfe einer Frage bestimmen kannst. 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[/img]
[br]Die Ziffernsumme von 837 ist 18.[br]Sie ist somit bereits durch 9 teilbar. [br]Die fehlende Ziffer muss also entweder 0 oder 9 sein. [br]Um herauszufinden, welche der beiden Ziffern fehlt, kann zum Beispiel gefragt werden, ob die fehlende Ziffer größer oder kleiner als 5 ist.[br]Ist die fehlende Ziffer größer als 5, muss sie 9 sein. [br]Ist die fehlende Ziffer kleiner als 5, muss sie 0 sein.