Spitze und stumpfe Winkel zeichnen - Methode 2

Janis soll den Winkel [math]\alpha[/math] = 110° zeichnen. [br]Dabei ist Janis ein Fehler unterlaufen. [br]Beschreibe, welcher Fehler Janis unterlaufen ist. 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[/img]
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Information: Spitze und stumpfe Winkel zeichnen - Methode 2