Answer
The function is neither an even function nor an odd function.
Work Step by Step
A function is said to be even if it is symmetric about the axis.
A function is said to be odd if it is symmetric about the origin.
A function that is not symmetric about the origin or the axis is neither an even function nor an odd function.
From the above graph we can observed that it is not symmetrical about the origin or about the $y\text{-}$ axis; hence, the function $f\left( x \right)$ is neither an even function nor an odd function.
Therefore, the function is neither an even function nor an odd function.
