Get Ch 14 Exploring Transformations Of Quadratic Functions Blmdoc - Gabrielse

Filling out the Ch 14 Exploring Transformations Of Quadratic Functions BLMdoc - Gabrielse can be a straightforward process when guided correctly. This document assists users in summarizing the roles of a, h, and k in quadratic functions, along with transformations and properties.

Follow the steps to complete your form accurately.

1. Click ‘Get Form’ button to obtain the form and open it in the editor.
2. Begin with Part 1, where you will summarize the roles of a, h, and k in the equation f(x) = a(x – h)² + k. Fill in the graphic organizer by providing descriptions for the role of a, h, and k as they relate to the transformations of the quadratic function.
3. Next, indicate the direction of opening of the parabola based on the value of a. Complete the statements regarding whether the parabola opens upwards or downwards.
4. Fill in the properties related to the horizontal translations dictated by h. Be sure to clarify the directions based on whether h is positive or negative.
5. Discuss the shape of the parabola based on the value of a. Use the inequalities given to define whether the graph has a wider or narrower opening compared to the parent function.
6. Describe the relation of the vertex to the values of h and k. Specify the coordinates of the vertex using the format (h, k).
7. Complete the section regarding the x-intercepts by analyzing the conditions based on the value of k, correlating various scenarios to the number of zeros the graph will have.
8. Answer the concluding questions regarding the direction of opening, reflection, transformations, coordinates of the vertex, and number of x-intercepts.
9. For Part 2, complete the table provided by analyzing the equations, and determine the values of a, h, k, and vertex for each function listed.
10. Lastly, fill out Part 3 by answering the textbook question on Page 40 #1, ensuring all aspects of the transformations starting from y = x² are detailed.
11. After filling out all sections, you can now save changes, download the completed form, print a hard copy, or share it as needed.

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