Sie sollten nun erkannt haben: Um alle Fälle bei der Multiplikation in Z berechnen zu können, müssen wir in der Lage sein auch große Zahlen zu multiplizieren. [br][br]Schauen Sie dazu das folgende Video zur schriftlichen Multiplikation. Lösen Sie danach zur Kontrolle die Beispielaufgaben unter dem Video!
Berechnen Sie mit der schriftlichen Multiplikation das Ergebnis von [math]763\cdot2[/math]!
[img]data:image/png;base64,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[/img]
Berechnen Sie mit der schriftlichen Multiplikation das Ergebnis von [math]627\cdot24[/math]!
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[/img]
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