Anni hat das Netz eines Quaders skizziert. [br]Dabei ist ihr ein Fehler unterlaufen. [br]Beschreibe Annis Fehler. 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[/img][br]
[br]Die rot markierte Seitenflächen hat Anni zu groß gezeichnet.[br]Beim Auffalten treffen die Kanten x und b aufeinander. [br]Diese Kanten müssen gleich lang sein. [br]Anni hat die Kante x zu lange gezeichnet.[br]Diese Kante muss die Länge b haben. [br][br][img]data:image/png;base64,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[/img][br][br][br]