Strecke
Welche Eigenschaften haben die Strecken gemeinsam?
Es gibt einen Anfangspunkt aber keinen Endpunkt.
Es gibt keinen Endpunkt und keinen Anfangspunkt.
Die Länge kann abgemessen werden.
Es gibt einen Anfangspunkt und einen Endpunkt.
Es ist die kürzeste Verbindung zwischen zwei Punkten.
Welches Objekt ist keine Strecke?
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[/img]
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[/img]
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[/img]
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