★★★[br]Carina ist bei der Lösung der Gleichung [math]x:8-24=200[/math] ein Fehler unterlaufen. [br]Beschreibe, welcher Fehler Carina unterlaufen ist und löse die Gleichung richtig. [br][br][img]data:image/png;base64,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[/img]
[br]Carina hat bei der Umkehrung zwar die Rechnungen umgekehrt, aber fälschlicherweise dieselben Rechenoperationen verwendet. [br]Die Subtraktion kann durch die Addition umgekehrt werden.[br]Die Division kann durch die Multiplikation umgekehrt werden.[br][img]data:image/png;base64,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[/img]