Question

determine algebraically whether each function is even odd or neither?

Answer 1

\[4x ^{3}\]

Answer 2

i am not sure how to go about doing this

Answer 3

to find out if it's even, replace the x with -x and if it's even you should get back the exact same expression.

Answer 4

i will let someone else splain the algebra
but it is a polynomial with only one exponent (3) and that is an ODD number

Answer 5

4(-x)^3 = -4x^3...not the same so not even.

Answer 6

ohhhh that makes sense thank you!!!

Answer 7

sorry i dont know if this is late but
how would you know if it is neither??

Answer 8

\[f(x)=x+3\\
f(-x)=-x+3\] and
\[f(x)\neq f(-x)\\
f(x)\neq -f(-x)\]

Answer 9

that is an example of "neither'
most are neither

Answer 10

thank you!!