Answer:
0, 4, -4 and they may want you to mention formally all the kt multiples of
.
Explanation:
Let's do the second derivative of the function:


So now we want:

Then we have to include the zeros of the binomial (
) which as you say are +4 and -4, and also the zeros of
, which include all those values of

So an extra one that they may want you to include is k = 0