Answer:
Domain x ∈ R
Range y ∈ R
Explanation:
Since the radical function have its exponential odd, there are no restrictions in what result should have in order to not obtain a complex value, that is why the domain is every real number (x ∈ R)
Now, to obtain the range, we have to determine possible values for 'y' variable. Since there are no restrictions in domain, and the function y=
![\sqrt[3]{x}](https://img.qammunity.org/2020/formulas/mathematics/high-school/adp5h6zbpgyn5rixh96ki4nbf91jilhd94.png)
doesnt have limits, we can say that y also belongs to all real domain.