Auf welcher Achse wird die absolute Häufigkeit aufgetragen?
Wie viele Schülerinnen und Schüler gehen in die Klasse?
[br]4 + 6 + 5 + 4 + 2 = 21
Welchen Vorteil bringt das Darstellen der Schulnoten durch ein Säulendiagramm?
[br]Die Notenverteilung ist übersichtlich dargestellt.[br]Man sieht sogleich, welche Note am Häufigsten vorkommt.
Kim hat das Diagramm der obigen Aufgabe nachgezeichnet.[br][br]Welchen Fehler hat Kim hier gemacht? 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Botschaft![br][br][img]data:image/png;base64,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[/img][br]
[br]Kim hat auf der 2. Achse nur bis 5 gezeichnet. Dadurch hat Kim die absolute Häufigkeiten der Note "Gut" falsch eingezeichnet.