Prozentuelle Veränderung

Andi sagt: "Eine Vermehrung um 100 % kann durch eine Verminderung um 100 % rückgängig gemacht werden."[br]Beschreibe, warum Andis Aussage falsch ist.
Welche prozentuellen Veränderungen kannst du in die beiden Felder [b]A[/b] und [b]B [/b]eintragen?[br][br][img]data:image/png;base64,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[/img]
Close

Information: Prozentuelle Veränderung