Einheitskreis c mit Mitte O und Randpunkt A=(1,0).[br]Punkt P liegt auf Kreis c, P' Spiegelpunkt von P an der y-Achse.[br]Hyperbel: Schnitt der Gerade g(AP) mit Gerade g(OP').[br][img]data:image/png;base64,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[/img][br]