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Is this function even or odd or neither? f(x) = -9x^4 + 5x + 3

Mathematics
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\[f(-x)=f(x)\] even \[f(-x)=-f(x)\] odd
so f(-x) = -9(-x)^4 +5(-x) +3 do i follow?
yes

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Other answers:

\[=-9x^4-5x+3\] x^4 is even
\[x,x^3,x^5,x^7...\]odd \[x^2,x^4,x^6...\]even
So the function is therefore neither??
oh and thanks, those help, I will write them down
but th rules also work i c=dont know why its not the same thou maybe cos we are adding an odd + even=odd
so its none
none of them
neither
thank you!

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