Question

Which of the following scenarios describes a function represented by a table? Choose all that apply:
For any x-values that are the same, the y-values are the same
All y-values are different, some x-values are different
All x-values are the same, some y-values are different
For any x-values that are the same, the y-values are different
All x-values are different, some y values are different
All y-values are the same, some x values are different

Answer 1

The scenarios that describes a table that represents a function are:

A. For any x-values that are the same, the y values are the same

E. All x-values are different, some y-values are different

Note the following about a relation that is a function:

• Each x-value (input) of a function has only one possible y-value (output) that corresponds to it.

• Two different x-values can have the same y-value.

• Two different y-values can't have the same x-value.

An example of table representing a function is in the figure attached below. (see attachment).

In conclusion, the scenarios that describes a table that represents a function are:

A. For any x-values that are the same, the y values are the same

E. All x-values are different, some y- values are different

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