Which of the following mapping diagrams shows a relation that is not a function?(1 point)

Responses

Two vertical ovals side by side. One is labeled Domain, while the other is labeled Range.
Image with alt text: Two vertical ovals side by side. One is labeled Domain, while the other is labeled Range.

Two vertical ovals side by side. One is labeled Domain, while the other is labeled Range.
Image with alt text: Two vertical ovals side by side. One is labeled Domain, while the other is labeled Range.

Two vertical ovals side by side. One is labeled Domain, while the other is labeled Range.
Image with alt text: Two vertical ovals side by side. One is labeled Domain, while the other is labeled Range.

Two vertical ovals side by side. One is labeled Domain, while the other is labeled Range.

1 answer

To determine which mapping diagram shows a relation that is not a function, you would need to look for instances where a single element in the domain (input) is associated with more than one element in the range (output).

In a function, each input must have exactly one output. If you can identify a domain value that maps to multiple range values in any of the diagrams, that would indicate it is not a function.

Since the descriptions provided are identical and do not include visual representations, I am unable to determine which specific mapping diagram shows a relation that is not a function. Please provide more details or describe how the domain and range elements are connected in each diagram for a more accurate assessment.