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Remember, if

then the function is an even function. If

then the function is an odd function.
First, let's see if

is an even function.

Start with the given function.

Replace each x with -x.

Simplify. Note: only the terms with an
odd exponent will change in sign.
So this shows us that

which means that
Since

, this shows us that

is
not an even function.
------------------------
Now, let's see if

is an odd function.

Start with the given function.

Negate the entire function by placing a negative outside the function.

Distribute and simplify.
So this shows us that

which means that
Since

, this shows us that

is
not an odd function.
--------------------------
Answer:
So the function

is neither an even nor odd function.