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Finding Complex Zeros Of A Polynomial

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Finding Complex Zeros Of A Polynomial. This gives us the second factor of. We can get our solutions by using the quadratic formula.

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As we mentioned a moment ago the solutions or zeros of a polynomial are the values of x when the y value equals zero polynomials can have real zeros or complex zeros. As we mentioned a moment ago the solutions or zeros of a polynomial are the values of x when the y value equals zero polynomials can have real zeros or complex zeros. We can get our solutions by using the quadratic formula.

We can get our solutions by using the quadratic formula.

Since we know that one of the zeros of this polynomial is 3 we know that one of the factors is. When we graph each function we can see these points. As we mentioned a moment ago the solutions or zeros of a polynomial are the values of x when the y value equals zero polynomials can have real zeros or complex zeros. To find the other two zeros we can divide the original polynomial by either with long division or with synthetic division.