Construct a single polynomial f(x) in Z5[x] (the set of all polynomials in Z mod 5) such that every element of Z5 = {[0],[1],[2],[3],[4]} is a root of f(x). (Z is the set of integers.)
Please tell how you can quickly construct a polynomial with such properties
Thank you.
lol hacker, give me another one please
I never thought looking at that smilie was this annoying. And thanks for the answer. I was trying to figure if possible what other polynomials met the condition and an easy way for that....wasting my brain.