Mathematics

Mathematics

Problem

Which one of the following statements is always true for any polynomial p(x)p(x) and real number aa? a) If p(a)=1p(a)=1, then x−ax-a is a factor of p(x)p(x). b) If p(a)=0p(a)=0, then x−ax-a is a factor of p(x)p(x). c) If p(a)≠0p(a)\neq0, then x−ax-a is a factor of p(x)p(x). d) If p(a)=0p(a)=0, then x+ax+a is a factor of p(x)p(x).

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