Hinweis:[br]Wenn Du einen Winkel mit einer vorgegebenen Größe erzeugen willst, verwende das Werkzeug [icon]/images/ggb/toolbar/mode_anglefixed.png[/icon]. Du musst zuerst einen Punkt auf dem vorgegebenen Schenkel, dann den Scheitel anklicken. Anschließend musst du die Größe des Winkels angeben und dich für den Drehsinn des Winkels entscheiden. Nun erscheint ein kleiner Winkel und ein Punkt der auf dem zweiten Winkel liegt. Du musst jedoch noch diesen zweiten Schenkel zeichen, indem du eine Halbgerade (Strahl) mit dem Werkzeug [icon]/images/ggb/toolbar/mode_ray.png[/icon] vom Scheitel bis zu den neuene Punkt erzeugst.
Buch S. 181/1b[br]Konstruiere ein Dreieck ABC aus den angebenen Seiten und Winkeln.[br]b) b = 5,5cm, c = 3,5cm und [math]\alpha[/math] = 60°
Willst du deine Lösung überprüfen?
[br][img]data:image/png;base64,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[/img]