. If a zero of a polynomial function fis of even multiplicity, then the graph of

Question

. If a zero of a polynomial function fis of even multiplicity, then the graph of the x-axis at that zero, and if the zero is of odd multiplicity, then the graph of f _the x-axis at that zero. 7. Suppose that-3+2i is a zero of a polynomial function. Therefore, must also be a zero. 8. The graph of a polynomial function has no breaks, holes, or gaps and can be drawn without lifting a pencil from the paper on which the graph is drawn. Therefore, a polynomial function is a function. Ifx =-2 is a zero of a polynomial function f, then is a factor of the polynomial f(x). - 10. lff(x) ? ±00 as x ? a from the left (or right), then x-a is a asymptote of the graph of f

Explanation / Answer

6) Turns, Crosses.

7) Complex zeroes occur in conjugate pairs. So, -3-2i

8) Continuous function.

9) (x - (-2)), which means (x+2) is a factor.

10) Vertical Asymptote

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