★☆☆ [br]Beschreibe, wie Potenzen mit gleicher Basis dividiert werden können.[br]Verwende für deine Antwort die Begriffe der Wortwolke.[br][img]data:image/png;base64,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[/img]
[br]Beim Dividieren von Potenzen mit gleicher Basis werden deren Hochzahlen subtrahiert.[br]Beispiel: [br][img width=221,height=57]https://lh7-rt.googleusercontent.com/docsz/AD_4nXdwSWfdarnJ4NdQmEuzQY9xEHfNCkX-5krs3Ietu8m4jxs2gpGtPK6HRZh436Hc41KeHySoRCBagI9x_LEtr_yt1TtoZCU3PfUgO1Pu4QFZYlBod5kZzBJeDCfCqvsr-MWHaguE?key=y56Ht9frK9E53LVW4EAz3w[/img]