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PLEASE HELP JELP

Using the names of the emoticons as the domain and the shapes of the emoticons' mouths as the range, make a list of 5 emoticons that make a function.

PLEASE HELP JELP Using the names of the emoticons as the domain and the shapes of-example-1

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I would’ve probably needed help on this too, a very strange way to ask, but the same rules apply as they would to a regular graph.

In order to have a function, we need every value of the domain (the names) to have only one value from the range (emoticons).

A simple answer to this would be to apply each name with the emoticon it is already applied to (but many solutions are possible), {(A, ), (B, ), (C, ), (D, ), (E, )}
This is a pretty confusingly worded question that I’m pretty sure is just testing your understanding of a function and it’s relation between domain and range. I hope this helps, and I can certainly provide a more in depth explanation of the relationship if you need.
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