Wer ist der Grundwert?

Nick ist 192 cm groß und Liv ist 160 cm groß. [br]Jojo berechnet richtig, dass Nick um 20 % größer ist als Liv. Jojo meint daher: “Das heißt, Liv ist um 20 % kleiner als Nick.”[br]Beschreibe, warum diese Schlussfolgerung nicht korrekt ist.
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[/img][br][br]☆ Finde Argumente, wie der flinke Fink zu seiner Merkhilfe gekommen sein könnte.
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Information: Wer ist der Grundwert?