Was ist der Rauminhalt?
Beschreibe den Begriff Volumen. [br]Nutze für deine Antwort die Begriffe der Wortwolke. 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[/img]
Gib mindestens zwei Beispiele an, wo es wichtig ist zu wissen, was unter einem Volumen verstanden wird.
Dani hat drei Wassergläser, welche die gleiche Grundfläche aber eine unterschiedliche Höhe haben. [br]Dani hat ein Glas mit Wasser befüllt. [br]Dani möchte das Wasser in das Glas umschütten, in dem der Wasserstand am niedrigsten ist. [br]Welches Glas muss Dani auswählen? [br][br][img]data:image/png;base64,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[/img]
Auch Sonia hat drei Wassergläser, welche die gleiche Grundfläche aber eine unterschiedliche Höhe haben. [br]Sonia hat ein Glas mit Wasser befüllt. [br]Sonia möchte das Wasser in das Glas umschütten, in dem der Wasserstand am höchsten ist. [br]Welches Glas muss Sonia auswählen? [br][br][img]data:image/png;base64,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[/img]
Würfelia und das Volumen von Würfelbauten
[color=#ffffff]FLINKe Grüße[/color]