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Information is given about a polynomial f(x) whose coefficents are real numbers Find the remaining zeros of f. Degree 4; Zeros: 6i, 7, -7
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What does it look like based on the roots you were given? Let's start with that.
remaining zeros: -6i
If 6i is one root, -6i is another root.
what about 9i, 2, -2
Complex roots come in pairs, right? You were given one of the pair so you should be able to find the other. Then you need to compare the order of the polynomial with the number of roots you have and decide if it's possible to have any more.
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So would it be -9i?
It would be.
Thank you ;)
where did you get 9i
I think that's another question of the same type.
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If 6i is one root, -6i is another root.
not 9i
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