Zauberhaftes Trapez

[b]Du kannst die Aufgaben gleich hier lösen oder dazu das Dokument unten ausgedruckt verwenden.[/b]
★☆☆ [br]Betrachte die Seiten des verzauberten Trapezes.[br]Was kannst du erkennen?
★☆☆ [br]Betrachte die Höhe h des verzauberten Trapezes.[br]Was kannst du erkennen?
★☆☆ ✏️[br]Der Flächeninhalt des verzauberten Trapezes ist zu Beginn 26 cm^2.[br]Bewege die Eckpunkte A und C so, dass du die Seitenlängen gut ablesen kannst.[br]Berechne nun den Flächeninhalt. Was fällt dir auf?
★☆☆ [br]Formuliere einen Merksatz über den Flächeninhalt von Trapezen.[br]Verwende für deine Antwort die Begriffe der Wortwolke.[br][br][img]data:image/png;base64,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[/img]
★☆☆ [br]Welche Trapeze haben denselben Flächeninhalt wie das angegebene Trapez?[br][img]data:image/png;base64,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[/img]
★★☆ [br]Bei verschiedenen Trapezen sind die Parallelseiten a und c und die Höhe h gleich lang.[br]Begründe, warum die Flächeninhalte dieser Trapeze sicher gleich groß sind.
Begleitfragen-Dokument: Zauberhaftes Trapez
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Information: Zauberhaftes Trapez