Mehrdeutige Zuordnungen im Alltag
Gibt es im Alltag überhaupt Zuordnungen, die keine Funktionen sind, d.h. NICHT eindeutige Zuordnungen?
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Finden Sie eine!
Hier habe ich zwei gefunden:
Dieses Diagramm ordnet jeder Temperatur zwischen -100°C und 40°C die Höhe über Meer zu, in der in der Erdatmosphäre diese Temperatur herrscht.
Erklären Sie: Warum handelt es sich nicht um eine eindeutige Zuordnung?
Dieses Diagramm ordnet jeder Geschwindigkeit den vom Autohersteller empfohlenen Gang zu:
![](data:image/png;base64,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)
Erklären Sie: Warum handelt es sich auch hier nicht um eine eindeutige Zuordnung?