Ein Kreisdiagramm zeichnen

In dem unterstehenden Kreisdiagramm werden die Ergebnisse der letzten Schularbeit dargestellt.[br]Welche Aussagen kannst du aus diesem Kreisdiagramm ablesen?[br][br][img]data:image/png;base64,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[/img][br]
48 % aller Kinder einer Klasse essen kein Fleisch.[br]Dieser Sachverhalt soll in einem Kreisdiagramm dargestellt werden.[br]Welchem Zentriwinkel des zugehörigen Kreissektors entspricht der angegebene Prozentsatz von 48 %?[br]
24 Kindern einer Klasse haben über das Programm des Schulausflugs abgestimmt.[br][list][*]9 Kinder stimmten für Minigolf spielen ab.[br][/*][*]15 Kinder stimmten für eine Wanderung zur Almhütte ab.[/*][/list]Stelle den Sachverhalt in einem Kreisdiagramm dar.[br]Gib auch die Winkelgrößen der beiden Kategorien an.
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Information: Ein Kreisdiagramm zeichnen