★☆☆ [br]✋ Du benötigst: Bleistift, Geodreieck, Zirkel[br]Konstruiere ein [b]gleichschenkliges Trapez[/b] mit den folgenden Angaben:[br]a = 7 cm[br]b = 3,5 cm [br][math]\beta[/math] = 30°[br][br]Überlege dir, welche Winkel gleich groß sind.
[br][u]Überprüfe[/u]: c ≈ 0,9 cm[br][img]data:image/png;base64,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[/img]