Asked by Justin
A quartic polynomial Q(x) with real coefficients has zeros 2+i and 3-2i, find the other two zeros.
Answers
Answered by
drwls
There is a proof that all complex roots of
a polynomial equation with real constants will be complex conjugates to each other.
Therefore the answer is 2-i and 3+2i.
a polynomial equation with real constants will be complex conjugates to each other.
Therefore the answer is 2-i and 3+2i.