Bruchteile am Geobrett

A1
[b]Im Bild: Das Geobrett ist das Ganze, das Gummiband der Teil. [br]Welcher Bruchteil ist dargestellt?[br][img]data:image/png;base64,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[/img][/b][br]
A2
[b]Im Bild: Das äußere Gummiband ist das Ganze, das innere Gummiband der Bruchteil. [br]Welcher Bruchteil ist dargestellt?[br][img]data:image/png;base64,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[/img][/b]
A3
[b]Im Bild: Die gespannte Figur ist das Ganze.[/b][br][img]data:image/png;base64,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[/img][br][b][br]Auf dem Geobrett: Spanne das Ganze und stelle mit weiteren "Gummibändern" folgende Bruchteile dar:[br][/b][br][math]\frac{1}{2}[/math]; [math]\frac{1}{3}[/math]; [math]\frac{1}{6}[/math]; [math]\frac{1}{12}[/math]
A4
[b]Im Bild: Die gespannte Figur stellt den Bruchteil [math]\frac{1}{3}[/math] vom Ganzen dar.[/b][br][img]data:image/png;base64,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[/img][br][br][b]Auf dem Geobrett: Stelle das Ganze dar.[/b]
A5
[b]Im Bild: Die gespannte Figur stellt den Bruchteil [math]\frac{1}{4}[/math] vom Ganzen 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[/img][br][br]Auf dem Geobrett: Stelle das Ganze dar.[/b]
A6
[b]Im Bild: Die gespannte Figur stellt den Bruchteil [math]\frac{3}{5}[/math] vom Ganzen 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[/img][br][br]Auf dem Geobrett: Stelle das Ganze dar.[/b]
A6
[b]Im Bild: Die gespannte Figur stellt den Bruchteil [math]\frac{4}{10}[/math] vom Ganzen 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[/img][br][br]Auf dem Geobrett: Stelle das Ganze dar.[/b]
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Information: Bruchteile am Geobrett