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Let p be a cubic polynomial function. (That is, p(x) has degree 3.) What is the maximum number of critical points p can have? What

Let p be a cubic polynomial function. (That is, p(x) has degree 3.) What is the maximum number of critical points p can have? What is the minimum number? Give reasons for your answers. Sketch graphs of cubics to show all the possible numbers of critical points p can have.

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