If \[(x-1)\] is a factor of polynomial \[f(x)\] but not of\[g(x)\], it must be a factor of which of the following polynomials?

If \[(x-1)\] is a factor of polynomial \[f(x)\] but not of\[g(x)\], it

1.	If \[(x-1)\] is a factor of polynomial \[f(x)\] but not of\[g(x)\], it must be a factor of which of the following polynomials?
A.	\[f(x)\,\,g(x)\]
B.	\[-f(x)+g(x)\]
C.	\[f(x)-g(x)\]
D.	\[\{f(x)-g(x)\}g(x)\]
Answer» B. \[-f(x)+g(x)\]

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If \[(x-1)\] is a factor of polynomial \[f(x)\] but not of\[g(x)\], it must be a factor of which of the following polynomials?

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