Betrag

★☆☆[br]Wie lautet der Betrag von 18?
★☆☆[br]Beschreibe, was du unter dem Betrag einer Zahl verstehst. [br]Verwende für deine Antwort die Begriffe der Wortwolke. 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[/img]
★☆☆[br]Welche Aussagen sind richtig?
★☆☆[br]Wie lautet der Betrag von -1,25?
★☆☆[br]Gib die Beträge an. [br][math]\left|-2\frac{1}{2}\right|[/math]=[br][math]\left|1\frac{1}{4}\right|[/math]=
★★★[br]Gib alle [b]ganzen Zahlen[/b] an, deren Betrag kleiner ist als 3.
Stäng

Information: Betrag