Brüche und Dezimalzahlen am Zahlenstrahl

Zeichne einen Zahlenstrahl und markiere die Zahlen: [math]\frac{1}{5};\frac{6}{10};0,2[/math]und [math]0,6[/math] darauf.

Neue Zahlen auf der Zahlengerade

★☆☆[br]Gib die Zahlen an, die auf der Zahlengeraden markiert sind. 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[/img]
★☆☆[br]Bruchhilde liest Temperaturen in [b]Bruchdarstellung [/b]ab. [br]Gib die gegebenen Temperaturen als Brüche an. 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[/img]
★★★[br]Zeichne eine Zahlengerade und markiere folgende Zahlen: [br][math]-1\frac{1}{6}[/math], [math]\frac{1}{3}[/math], [math]\text{1,5}[/math][br]Überlege dir eine geeignete Unterteilung.

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[color=#ffffff]FLINKe Grüße[/color]

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