Given complex zeros write the polynomial

The video tutorial covers the concept of zeros and X intercepts in polynomials, explaining how these are used to find polynomial functions. It introduces the conjugate root theorem for complex numbers and demonstrates the zero product property. The tutorial also covers techniques for multiplying polynomials, including the box method and the difference of squares, and emphasizes the importance of following the order of operations.

What are the zeros of a function and why are they important?

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Explain the conjugate root theorem and its significance in finding zeros.

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How do you apply the zero product property to find the zeros of a polynomial?

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Describe the process of multiplying polynomials using the box method.

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What is the difference of two squares, and how is it used in polynomial multiplication?

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How do you combine like terms when simplifying a polynomial?

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What steps must be followed to ensure correct order of operations when working with exponents and negatives?

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