Polynomial Functions - IntoMath

Polynomial Functions

Polynomial Functions- Definition, Formula, Types and Graph With Examples

SOLVED:Find the fourth-degree polynomial function whose graph is shown in the figure. (FIGURE CANNOT COPY)

SOLVED: The illustration shows the graph of a polynomial function. (a) Is the degree of the polynomial even or odd? (b) Is the leading coefficient positive or negative? (c) Is the function even, odd, or neither? (d) Why is x^2 necessarily a factor of the polynomial? (e) What is the minimum degree of the polynomial? (f) Formulate five different polynomial functions whose graphs could look like the one shown. Compare yours to those of other students. What similarities do you see? What differences?

SOLVED:Modeling Polynomials Sketch the graph of a polynomial function that is of fourth degree, has a zero of multiplicity 2, and has a negative leading coefficient. Sketch the graph of another polynomial function with the same characteristics except that the leading coefficient is positive.

7.4 Graphs of Polynomial Functions

Lesson 3.7 - Investigating Graphs of Polynomial Functions

Graphing Polynomial Functions