★☆☆[br]Gib die Zahlen an, die auf der Zahlengeraden markiert sind. [br][img]data:image/png;base64,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[/img]
[br]Die Zahlen können als Brüche oder als Dezimalzahlen angegeben werden: [br][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img]