Answer: Yes ,
is a function.
Explanation:
- A relation is said to be a function if each input value (or x-value) corresponds to one unique output value (y-value).
The given relation :

where ,
and it a polynomial function .
Also, when we draw the graph of the given function [see the attachment ], we can see that each value of x corresponds to exactly one unique y-value.
It means it follows the definition of a function.
Thus , the answer is : Yes ,
is a function.