Potenz potenzieren

★☆☆[br]Beschreibe, wie eine Potenz potenziert werden kann.[br]Verwende für deine Antwort die Begriffe der Wortwolke.[br][img]data:image/png;base64,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[/img][br]
★★☆[br]Welche Hochzahl muss an Stelle des Luftballons (🎈) stehen?[br](x[sup]4[/sup])[sup]🎈[/sup] = x[sup]8[/sup]
★★☆[br]Welche Hochzahl muss an Stelle der Konfetti (🎉) stehen?[br](x[sup]🎉[/sup])[sup]3[/sup] = x[sup]12[/sup]
★★☆[br]Welche Hochzahlen können an Stelle der Weintraube (🍇) und der Ananas (🍍) stehen?[br] (z[sup]🍇[/sup])[sup]🍍[/sup] = z[sup]12[/sup]
★★☆[br]Welche Hochzahlen können an Stelle der Zitrone (🍋) und der Erdbeere (🍓) stehen?[br](b²)[sup]🍋[/sup] = b[sup]🍓[/sup]
★★☆[br]Welche Aussage ist [b]falsch[/b]?
★★★[br]Der Term 9y[sup]2[/sup] beschreibt den Flächeninhalt von einem Quadrat. Gib den Term für die Länge der Quadratseite an.
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