Brüche erweitern

In dieser Einheit lernst Du, wie DU mit Hilfe des Erweitern (auch Verfeinern genannt) Brüche so veränderst, dass Sie dennoch gleich bleiben. Zum Beispiel:[br][img]data:image/png;base64,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[/img][br]Schau Dir dazu das folgende Video an und versuche die dortigen Inhalte anhand des Applets nachzuvollziehen.
Brüche erweitern
[size=200][color=#ff0000]Zeit, Dein Wissen zu überprüfen![br]Hier kommen ein paar Kleine Übungen.[/color][/size]
1. Berechne und anschließend Paare zusammenbringen.
2. Zuordnen!
3. Rechnen
4. Erweiterungszahl finden
5. Zwei Brüche durch Erweitern auf den gleichen Nenner bringen!
[size=200][b][color=#00ff00]Denk daran, Dir die wichtigsten Regeln zu notieren![/color][/b][/size]

Information: Brüche erweitern