Mika hat eine schriftliche Multiplikation durchgeführt. [br]Dabei ist Mika ein Fehler unterlaufen. [br]Beschreibe den Fehler und stelle die Rechnung richtig. [br][img]data:image/png;base64,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[/img]
[br]Mika hat die Rechnung [math]154·9[/math] nicht stellenwertrichtig angeschrieben. [br]Die Ziffer 6 müsste unter dem Mal stehen. [br]Deshalb haben sich auch Folgefehler eingeschlichen. [br]So wird die Multiplikation richtig gerechnet: [br][img]data:image/png;base64,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[/img][br][br]