[img width=400,height=218]https://lernplattform.mebis.bycs.de/draftfile.php/1050563/user/draft/877480375/Gemini_Generated_Image_udzkhludzkhludzk.png[/img][br][br]Das Zufallsexperiment "Drehen eines Glücksrades" wird 20-mal durchgeführt. Dabei werden die Zahlen 1 bis 6 mit folgenden absoluten Häufigkeiten gedreht:[br][br][img]data:image/png;base64,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[/img][br][br][br]Berechne die [b]relative Häufigkeit[/b] für das Ereignis "Zahl 4 wird gedreht". Gib als Bruch und in Prozent an.