Find the remaining zeros of f using the given information about the polynomial. Then write the linear factorization of the polynomial. Degree 4, zeros: 3i, \sqrt(7)
Added by Robert L.
Step 1
We have two zeros: \(3i\) and \(\sqrt{7}\). Since the coefficients of the polynomial are real, the complex zeros must come in conjugate pairs. Therefore, the conjugate of \(3i\), which is \(-3i\), is also a zero of the polynomial. Show more…
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