Information is given about a polynomial function f whose coefficients are real numbers. Find the remaining zeros off. Degree $4 ;$ zeros: $i, 3+i$
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Step 1
We are given two of these zeros: $i$ and $3+i$. Since the coefficients of $f$ are real numbers, we know that the other two zeros must be the complex conjugates of the given zeros. That is, the other two zeros must be $-i$ and $3-i$. Show more…
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Information is given about a polynomial function f whose coefficients are real numbers. Find the remaining zeros off. Degree $3 ;$ zeros: $4,3+i$
Information is given about a polynomial function f whose coefficients are real numbers. Find the remaining zeros of $f$ $$ \text { Degree } 3 ; \text { zeros: } 4,3+i $$
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