Ⓔ Würfeln

Mathilda würfelt einen Würfel 6-mal.[br]Ihre Würfelergebnisse zeichnet sie in ein Säulendiagramm.[br][br][img]data:image/png;base64,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[/img][br][br]Wieso sieht Mathildas Diagramm anders aus, als Paulis Diagramm?

Pauli wirft eine Münze sehr oft.[br]Die Münze hat zwei Seiten (Wappen und Zahl).[br][br]Pauli zeichnet ein Säulendiagramm, um die Häufigkeit von Wappen und Zahl darzustellen.[br]Triff eine Aussage über die Höhe der beiden Säulen für Wappen und Zahl.

[br]Wenn Pauli die Münze sehr oft wirft, kommen Wappen und Zahl ungefähr gleich oft vor.[br]Das heißt, die Höhe der Säulen ist ungefähr gleich hoch.[br][br][img]data:image/png;base64,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[/img]

Ⓔ Würfeln

Information: Ⓔ Würfeln