Get 9.1 Identifying Quadratic Functions.doc

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Follow the steps to fill out the 9.1 Identifying Quadratic Functions.doc online.

1. To begin, use the ‘Get Form’ button to access the document. This will enable you to open the form and begin entering your information.
2. Fill in the name, date, and class sections at the top of the document. Ensure this information is accurate as it identifies your submission.
3. Proceed to the section titled 'Characteristics of Quadratic Functions'. Fill in the blanks in the statement that describes quadratic functions by noting that they are expressed in the form y = ax² + bx + c, where a is not equal to zero.
4. Complete the chart by providing values for a, b, and c based on the quadratic function provided. For example, if the function is y = -1/2x² + 3, identify a, b, and c accordingly.
5. In the section discussing the graph, determine the shape of the graph by filling in the blank with terms such as 'parabola' and specify the direction it opens (upward or downward) along with the reasoning.
6. Identify the domain and range for the provided function by filling in the necessary values based on the information given in the graph.
7. Answer the questions under 'Complete the following' by identifying values of a, b, and c from another quadratic function, and analyzing its graph to determine if it opens upward or downward.
8. Use a table of values for the quadratic function y = 2x² to create a list of corresponding y values. Fill in this table accordingly.
9. Graph the function based on the table of values you created, marking important points such as the vertex.
10. At the end of the form, complete any additional questions related to the maximum or minimum values, domain, and range for the functions given.
11. Finally, after completing all sections, save your changes, download, print, or share the document as needed.

Start filling out the 9.1 Identifying Quadratic Functions.doc online today to enhance your understanding of quadratic functions.