Follow the steps to complete the form successfully.

1. Click the ‘Get Form’ button to obtain the form and open it in the editor.
2. Begin by entering the name of the person or group completing the form in the designated 'Name' field.
3. Next, provide the group's name in the ‘Group’ field to identify the participants involved.
4. Move on to the key questions section. Under each question, write two complete sentences explaining the concept of 'end behavior' based on the provided diagrams.
5. In the passage section, highlight key information that explains what end behavior means, clarifying the direction of the graph in relation to the x-values.
6. Complete the table by analyzing each given example for end behavior and filling in the corresponding blanks with the predicted behaviors as appropriate.
7. Utilize your graphing calculator to graph the specified polynomials, making sure to sketch a small representation of each graph in the provided space.
8. Respond to the questions about patterns observed in the end behavior of both even and odd degree graphs in the designated areas.
9. Consider how degree changes affect the graph and its end behavior, documenting your observations in the indicated sections.
10. Analyze the influence of the leading coefficient on end behavior and write down examples based on the given categories (positive and negative coefficients).
11. Lastly, complete the end behavior statements for the provided list of equations and sketch the predicted and actual endings of the graphs, confirming your predictions with the calculator.
12. Once all sections are filled out, ensure all information is accurate, then you can save changes, download, print, or share the form as needed.

Start completing your Exploring Polynomials Guided Discovery Answer Key Form online today!