Üben von Potenzen!!!

Arbeitsanweisung:
Löse die Aufgaben und schreib auf ein Blatt Papier für jede richtige Lösung ein Plus und für eine falsche einen Stern.[br][br]Level 1 geschafft: Wenn du 10 Aufgaben richtig hast![br]Level 2 geschafft: Wenn du 20 Aufgaben richtig hast![br]Level 3 geschafft: Wenn du 10 Aufgaben in Folge richtig gleöst hast![br]Level 4 geschafft: Wenn du 20 Aufgaben in Folge richtig gelöst hast![br][br]Welchen Level hast du geschafft?[br][br]Denk dran, du übst für dich selbst, also sei ehrlich zu dir!
Welches Level hast du erreicht?
Im folgenden Video kannst du alles über die Potenzrechnung finden!
Gleitkomma_Uebungen
Theoriefrage
[img]data:image/png;base64,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[/img]
Theoriefrage
[img]data:image/png;base64,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[/img]
Theoriefrage
[img]data:image/png;base64,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[/img]
Theoriefrage
[img]data:image/png;base64,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[/img]
Theoriefrage
[img]data:image/png;base64,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[/img]
Theoriefragen
[img]data:image/png;base64,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[/img]
Theoriefrage
[img]data:image/png;base64,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[/img]
Theoriefrage
[img]data:image/png;base64,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[/img]
Close

Information: Üben von Potenzen!!!