Given complex zeros find the polynomial - Online Tutor

The video tutorial explains how to find a polynomial given specific zeros, including complex numbers. It covers writing zeros as factors, understanding the role of complex conjugates, and using the difference of squares to simplify multiplication. The tutorial demonstrates regrouping factors and expanding them to derive a third-degree polynomial. The final polynomial is obtained by combining terms after multiplication.

What is the result of multiplying (X - 4 + i) and (X - 4 - i)?

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How do you combine the terms after multiplying the binomial and trinomial?

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