Auflage, Berlin; Göttingen; Heidelberg 1973 Wendelin Degen und Lothar Profke: Grundlagen der affinen und euklidischen Geometrie , Teubner, Stuttgart, 1976, ISBN 3-519-02751-8. ↑ Degen (1976), S. 144. Commons: Winkelhalbierende – Sammlung von Bildern, Videos und Audiodateien. Winkelhalbierende. Lerne mit deinen Freunden und bleibe auf dem richtigen Kurs mit deinen persönlichen Lernstatistiken. Rechts oder links lang? Warum nicht einfach durch die Mitte? Wie Du diese konstruierst und was sie für Eigenschaften hat, kannst Du in dieser Erklärung nachlesen.
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Kreis um den Schnittpunkt $S_2$ ziehen. Abb. 4 / Schritt 2.2. 5 / Schritt 2.3. Konstruktionen mit Zirkel und Lineal. Resultado dupla de pascoa.
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