02 Vertiefung am Geobrett

Aufgabenstellung
Ein Geobrett ist ein Holzbrett mit angeordneten Nägeln.[br]Man kann mit Fäden oder Gummibändern verschiedene Figuren darauf spannen.[br] [br][img]data:image/png;base64,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[/img][br][br]Hier ist ein [b]digitales Geobrett [/b]dargestellt.[br][br]
Wie viel des Geobretts umspannt diese Figur?[br][img]data:image/png;base64,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[/img]
Finde die Figur mit dem größten Flächeninhalt!
Spanne eine Figur, die [math]\frac{3}{4}[/math] der gesamten Fläche umspannt.
Spanne einen Pfeil (→), der die Hälfte der gesamten Fläche umspannt.
Close

Information: 02 Vertiefung am Geobrett