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A polynomial function with rational coefficients has the following zeros. Find all additional zeros. −3−i,−3+ √7 I'm using √ as a square root I know 3 is a zero and so is i but i don't know the rest
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if one zero is a+ib then it has also a-ib as the other zero if one zero is of the form a+sqrt(b) then it has also a+sqrt(b) as the other zero
so it is 3, -3, i, -i
in other words rational roots and imaginary roots occur in conjugate pairs
−3+i, −3- √7
I'm sorry I'm being a hassle I'm trying to learn this for the first time
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