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

Among the given options, the polynomial that will have exactly 11 roots is (x-1)¹¹

Law of algebra

According to the law in determine the roots of equations, it states that the total number of roots of an equation is determined by its degrees.

This shows that the polynomial function that has exactly 11 roots must have a degree of 11.

Among the given options, the polynomial that will have exactly 11 roots is (x-1)¹¹

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