Öffne diese [url=https://www.geogebra.org/m/w77eSE3D]GeoGebra-Aktivität[/url] und erstelle daraus eine GeoGebra Einheit bzw. einen GeoGebra Classroom. Teile den Teilnahme-Code im Chat. Ggf. füge auch eine weitere Lehrkraft hinzu (Tipp 2).[br][br][i]Tipp 1: GeoGebra Einheit (Classroom) erstellen[/i][br]Öffne die Aktivität und wähle einfach rechts oben die Option "Einheit erstellen" und teile den Link/Code mit uns. Du brauchst die Aktivität nicht kopieren. Die neue [b]Einheit[/b] erscheint in deiner eigenen Materialsammlung. Analoge Funktionsweise, wenn aus einem GeoGebra Book eine Einheit erstellt werden soll.[br][br][i]Tipp 2: Eine weitere Lehrkraft einladen[br][/i]Wähle die Option "Teilen", wenn du die GeoGebra Einheit geöffnet hast und gib die Mail-Adresse des zugehörigen GeoGebra-Accounts der entsprechenden Lehrkraft ein.[br][img]data:image/png;base64,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[/img][br]