Mehrdeutige Zuordnungen im Alltag

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

Información: Mehrdeutige Zuordnungen im Alltag