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1. Create a table of values for 0 E 0, 27 to help you graph the function. Include both the exact values and the decimal approximations in your table. Show the algebraic work you do to get the exact values. (Consider using the Microsoft Word equation editor, or handwriting your work and taking a picture.) Include at least five values 0 such that 0 is not a special angle, but 20 is, with at least two denominators for these. (See Week 8 Video 2 for examples of angles which are not special angles but work in a table, and choose appropriately for this function.) 2. For each of the negative r values in your table, write the corresponding point which has a positive r value. Explain how you get these. 3. Use the polar graph template below to draw a graph for this function. Plot each of the points from your table of values, and label at least eight of the points with their coordinates. (Decimal approximations are fine here.) Do not use technology to graph this! Here are some options for how to use the template:

1. Create a table of values for 0 E 0, 27 to help you graph the function. Include both the exact values and the decimal approximations in your table. Show the algebraic work you do to get the exact values. (Consider using the Microsoft Word equation editor, or handwriting your work and taking a picture.) Include at least five values 0 such that 0 is not a special angle, but 20 is, with at least two denominators for these. (See Week 8 Video 2 for examples of angles which are not special angles but work in a table, and choose appropriately for this function.) 2. For each of the negative r values in your table, write the corresponding point which has a positive r value. Explain how you get these. 3. Use the polar graph template below to draw a graph for this function. Plot each of the points from your table of values, and label at least eight of the points with their coordinates. (Decimal approximations are fine here.) Do not use technology to graph this! Here are some options for how to use the template:

Trigonometry (11th Edition)
Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.
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re.com/courses/2185715/pages/Part%201%20of%20Week%208%20Collaborative%20Written%20Assignment?titleize=0 ta Career.. OWOIS Port Trait Rev.. EReading list For the polar function r (8) = 3 cos(20) do the following: 1. Create a table of values for 0 E 0, 27 to help you graph the function. Include both the exact values and the decimal approximations in your table. Show the algebraic work you do to get the exact values. (Consider using the Microsoft Word equation editor, or handwriting your work and taking a picture.) Include at least five values 0 such that 0 is not a special angle, but 20 is, with at least two denominators for these. (See Week 8 Video 2 for examples of angles which are not special angles but work in a table, and choose appropriately for this function.) 2. For each of the negative r values in your table, write the corresponding point which has a positive value. Explain how you get these. 3. Use the polar graph template below to draw a graph for this function. Plot each of the points from your table of values, and label at least eight of the points with their coordinates. (Decimal approximations are fine here.) Do not use technology to graph this! Here are some options for how to use the template: Print the polar graph template, plot your points and draw your graph on paper, take a picture or scan (using the Cam Scanner app for example), and upload your work as an image file. Open the image in a program such as "Paint" or "Snip and Sketch" to draw directly on the image, then save the file either as a copy or a screenshot and upload your work as an image file. Add the image to a Word or PowerPoint file, then use text and drawing tools to add your points and your graph. If you have another idea how to do this, please reach out to me or add your idea to the discussion board! 4. Use the vocabulary in Week 8 Video 3 to describe your graph. 5. Use a graphing calculator, Desmos, or another graphing technology to confirm you have the correct graph, and upload an image of the result. Sign out 6:39 DELL
Transcribed Image Text:re.com/courses/2185715/pages/Part%201%20of%20Week%208%20Collaborative%20Written%20Assignment?titleize=0 ta Career.. OWOIS Port Trait Rev.. EReading list For the polar function r (8) = 3 cos(20) do the following: 1. Create a table of values for 0 E 0, 27 to help you graph the function. Include both the exact values and the decimal approximations in your table. Show the algebraic work you do to get the exact values. (Consider using the Microsoft Word equation editor, or handwriting your work and taking a picture.) Include at least five values 0 such that 0 is not a special angle, but 20 is, with at least two denominators for these. (See Week 8 Video 2 for examples of angles which are not special angles but work in a table, and choose appropriately for this function.) 2. For each of the negative r values in your table, write the corresponding point which has a positive value. Explain how you get these. 3. Use the polar graph template below to draw a graph for this function. Plot each of the points from your table of values, and label at least eight of the points with their coordinates. (Decimal approximations are fine here.) Do not use technology to graph this! Here are some options for how to use the template: Print the polar graph template, plot your points and draw your graph on paper, take a picture or scan (using the Cam Scanner app for example), and upload your work as an image file. Open the image in a program such as "Paint" or "Snip and Sketch" to draw directly on the image, then save the file either as a copy or a screenshot and upload your work as an image file. Add the image to a Word or PowerPoint file, then use text and drawing tools to add your points and your graph. If you have another idea how to do this, please reach out to me or add your idea to the discussion board! 4. Use the vocabulary in Week 8 Video 3 to describe your graph. 5. Use a graphing calculator, Desmos, or another graphing technology to confirm you have the correct graph, and upload an image of the result. Sign out 6:39 DELL
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