Graphs of Polynomial Functions Answers

The polynomial function for this graph is of degree and the leading coefficient is .

The polynomial function for this graph is of degree and the leading coefficient is .

The polynomial function for this graph is of degree and the leading coefficient is .

The polynomial function for this graph is of degree and the leading coefficient is .

Which is a possible leading term for the graph shown?

This graph has turning point(s).

Given the values in the table on the left come from a continuous function, which intervals must contain an x-intercept? Select two options.

Given the values in the table on the right come from a continuous function, y has at least how many zeroes?

Which polynomial functions are written in standard form? Select all that apply.

Without graphing, which of the following do you think would best describe the graph of the function y = x8?

This function is over the interval x < − 1.

Determine the end behavior of the graph. As , then .

What is the local maximum?

This function is over the interval −1 < x < 1.

As , then .

The leading coefficient of this polynomial function is .

Select all of the possible degrees of this polynomial function.