Question

Question #cc9f3

Answer 1

It's an even function.

Explanation:

A function is odd `f(-x) = -f(x)`
A function is even if `f(-x) = f(x)`

In this problem substitute `f(-x)` so,
`f(-x) = (-x)^4-3(-x)^2-4`
`= x^4 -3x^2-4`
When we substitute `-x`, we get the original function therefore, this is an even function.