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The four tables below show relationships in which the x values represent inputs and the y values represent the
corresponding outputs

Which table represents a relationship that is not a function?

The four tables below show relationships in which the x values represent inputs and the y values represent the corresponding outputs Which table represents a re class=

Respuesta :

unicorn1234569

Answer:T

Step-by-step explanation: Every Input should correspond to exactly one output. Every input should only have one output. If 2 outputs correspond to the same # for the input, then it is not a function like in this example where 4 and -4 correspond to one input # which is 3 and the same with the 5's

Option D: T

A relation is simply relating or mapping one item of domain set to any number of items of the range set.

When the number of items the domain values are mapping to is limited to only 1, then that type of relation is called  as function.

For given tables, all the first three tables are function as no single value of x has two values.

But looking at the table T,

the value of x = 3 has y = 4 and y = -4.

This tells that number x  = 3 is related to two values in the range which shows that its not a function but mere a relation.

Thus answer is T which is shown by Option D : T

Learn more here:

https://brainly.com/question/2253924

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