Ablesen und Eintragen auf der Zahlengerade

★☆☆ [br]Welche Zahl ist auf der Zahlengerade 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[/img]
★☆☆ [br]Welche Zahl ist auf der Zahlengerade markiert?[br][img]data:image/png;base64,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[/img]
★★☆ [br]Jasmin behauptet: "Die markierte Zahl lautet 3."[br]Beschreibe, welcher Fehler Jasmin unterlaufen 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[/img]
★★☆ [br]Tobi behauptet: "Die markierte Zahl lautet -13."[br]Begründe, warum Tobi nicht recht hat.[br][br][img]data:image/png;base64,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[/img]

Ein Kreisdiagramm zeichnen

✏️ Notiere Nebenrechnungen.
★☆☆ [br]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]
★☆☆ ✏️[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]
★★☆ ✏️[br]✋ Du benötigst: Zirkel, Geodreieck, Bleistift [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.

Die 4 Quadranten des Koordinatensystems

★☆☆ [br]Im welchem Quadrant liegt der Punkt (-3 | 5)?
★☆☆ [br]Im welchem Quadrant liegt der Punkt (-7 | -4)?
★★☆ [br]Was haben alle Punkte im 4. Quadraten gemeinsam?

Vermehrungsfaktor

[size=200][size=150]✏️ Notiere Nebenrechnungen.[/size][/size]
★☆☆ [br]Bei einer Vermehrung um 10 % wird der Grundwert mit dem Faktor ____ multipliziert.
★☆☆ [br]Bei einer Vermehrung um 5 % wird der Grundwert mit dem Faktor ____ multipliziert.

Legeplättchen

★☆☆ [br]Mit welchen gegebenen Figuren kann der Flächeninhalt A des Parallelogramms berechnet werden? 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[/img]
★☆☆ [br]Cora hat für die Berechnung des Flächeninhalts vom Parallelogramm die dargestellten Figuren mit den Flächeninhalten A[sub]1[/sub], A[sub]2[/sub] und A[sub]3[/sub] verwendet.[br]Wie kann Cora den Flächeninhalt des Parallelogramms mit den Flächeninhalten A[sub]1[/sub], A[sub]2[/sub] und A[sub]3 [/sub]berechnen?[br][img]data:image/png;base64,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[/img]

Computer: Lerne die GeoGebra 3D-Ansicht kennen

[color=#ffffff]FLINKe Grüße[/color]

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