suppose that r(x) is a polynomial of degree 9 whose coefficients are real numbers. also, suppose that R(x) has the following zer
os. Answer the following.
1 answer:
The polynomial R(x) has degree 9. Two of the roots are 2<em>i</em> and -4-<em>i</em>.
(a) As the non-real roots lies along with its conjugates, the other roots of R(x) will be,
-2i and -4+i.
(b) The maximum number of real zeroes <em>R(x)</em> can have is 5, as there are 4 non-real roots that already exists.
(c).The maximum number of non real zeroes<em> R(x)</em> can have is 4.
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