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A third-degree polynomial function $f$ has real zeros $-2, \frac{1}{2},$ and $3,$ and its leading coefficient is negative. Write an equation for $f .$ Sketch the graph of $f .$ How many different polynomial functions are possible for $f ?$

$-2 x^{3}+3 x^{2}+11 x-6$Infinitely manySee graph

03:05

Heather Z.

Algebra

Chapter 2

Polynomial and Rational Functions

Section 5

Zeros of Polynomial Functions

Quadratic Functions

Complex Numbers

Polynomials

Rational Functions

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Lectures

01:32

In mathematics, the absolu…

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A third-degree polynomia…

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How many negative real zer…

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Find a polynomial function…

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So this problem are one twenty nine. We want the start different polynomial with real zero Annette it to one of our two three. So let's try this. Don't do explosive to practice X minus one over two months X minus story but Russell on the reading coefficient to be naked. So that's also for the negative one from the That's a question. But what? Have and, uh, the profits like this come in different polynomial function, or possibly even a different vision off again, preventing a number here and there will be a different story, says other conditions.

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