Question

According to the fundamental theorem of algebra, which polynomial function has exactly 11 roots? f (x) = (x minus 1) (x 1) superscript 11 f (x) = (x 2) cubed (x squared minus 7 x 3) superscript 4 f (x) = (x superscript 5 baseline 7 x 14) superscript 6 f (x) = 11 x superscript 5 baseline 5 x 25

Answer 1

According to the fundamental theorem of algebra, the polynomial function that has exactly 11 roots is f (x) = (x minus 1) (x 1) superscript 11

What is a polynomial function?

This is a function that is known to be a quadratic function or other forms of functions that have only noninteger powers in the value of x.

The variables that are contained may be of different degrees. Therefore the best answer to the question is option A.

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