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25 October, 06:11

How do I find a polynomial function of degree three and has the zeros 2, - 1, and 3?

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  1. 25 October, 06:34
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    Answer: you can multiply it out.

    Step-by-step explanation:

    If any factor of a factored polynomial is zero, the whole polynomial is zero.

    One factor has to be zero when x is 2. That factor is x-2. The others are x+1 and x-3.

    The polynomial is (x-2) (x+1) (x-3). This is obviously a degree three polynomial, and it's zeros are obviously 2, - 1, and 3.
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