Umfang- und Flächeninhalt von besonderen Kreisteilen

★☆☆ [img width=25,height=25]https://lh7-rt.googleusercontent.com/docsz/AD_4nXeSi_WZ9r2-JuhKOlFznw2cDuHFwav8D9VsCpZ9zpNdTiXQeGfir48TFl3968LCfULuwi-WwknBR2s-2B6dak655DwIs1LSpmrrrID5zQld1IMSJmaxwsk5gg994LkGOCcX0phcmw?key=ftHz2wNUzaZrAOG2GDkk5g[/img][br]Berechne Flächeninhalt und Umfang des Halbkreises mit Radius r = 9 cm. [br]Runde auf 2 Nachkommastellen.[br][br][img]data:image/png;base64,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[/img]
★☆☆ [img width=25,height=25]https://lh7-rt.googleusercontent.com/docsz/AD_4nXeSi_WZ9r2-JuhKOlFznw2cDuHFwav8D9VsCpZ9zpNdTiXQeGfir48TFl3968LCfULuwi-WwknBR2s-2B6dak655DwIs1LSpmrrrID5zQld1IMSJmaxwsk5gg994LkGOCcX0phcmw?key=ftHz2wNUzaZrAOG2GDkk5g[/img][br]Berechne den Flächeninhalt und Umfang des Achtelkreises mit Durchmesser d = 6 cm. [br]Runde auf 2 Nachkommastellen.
★★☆[br]Zu welcher Formel kann die Formel des Umfangs des Viertelkreises u[sub]Viertelkreis[/sub] = [math]\frac{2r·\pi}{4}+2r[/math]vereinfacht werden?
★★☆[br]Stelle Formeln zur Berechnung des Flächeninhalts und Umfangs des Zehntelkreises auf.[br][br][img]data:image/png;base64,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[/img]
★★☆ [img width=25,height=25]https://lh7-rt.googleusercontent.com/docsz/AD_4nXeSi_WZ9r2-JuhKOlFznw2cDuHFwav8D9VsCpZ9zpNdTiXQeGfir48TFl3968LCfULuwi-WwknBR2s-2B6dak655DwIs1LSpmrrrID5zQld1IMSJmaxwsk5gg994LkGOCcX0phcmw?key=ftHz2wNUzaZrAOG2GDkk5g[/img][br]Maria berechnet den Umfang eines Viertelkreises mit r = 5 cm. [br]Dabei ist Maria ein Fehler unterlaufen. [br]Beschreibe Marias Fehler und stelle die Berechnung richtig. [br][br][img]data:image/png;base64,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[/img]
Schließen

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