Providing an example of at least five ordered pairs that do not model a function with the domain bet

Providing an example of at least five ordered pairs that do not model a function with the domain bet

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Providing an example of at least five ordered pairs that do not model a function with the domain between 0 and 20 and the range between -10 and 10 isn’t that complicated really. Examples of ordered pairs that don’t model a function could be, (5,8) (2,6) (3,8) (-7,1) (-9,1). Throughout the chapter it tells you that in order for pairs to be a function the domain must not be paired with the same range at any point of the process. The same goes for the range the domain can’t be the
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Unformatted text preview: same. However, there isnt a way that I can go into detail to explain myself without becoming confused. So let me ask you this, if I gave you an example of 2 sets of ordered pairs can you tell me which is a function and which isnt a function. Set 1: (1,9) (2,3) (5,7) Set 2: (-2,4) (5,10) (-2,-8)...
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