Word File Edit View Insert Format Tools Table Window Help Q Mon May 8 3:49 PM - Sinusoidal Functions Final AssignmentV3 - Saved to my Mac Home Insert Draw Design Layout References Mailings Review View ? Tell me Comments Editing LE Share Times New... v 14 AA Aav AD AaBbCcDdEe AaBbCcDd AaBbCcDdEe AaBbCcDdEe AaBbCcDdEe Paste BIU vab X2 X ADVAv Normal Body Text List Paragraph No Spacing Table Paragr... Styles Dictate Editor Pane 21 5617 81 91 10 11 12 13 14 15 16 17 18 19 20 2 Final Assignment Unit E: Sinusoidal Functions Please complete the assignment on separate paper, scan and upload to the drophex folder "Unit F Final Assignment" 1. Select one of the real-life sinusoidal functions from the list below. In this question, you will create some context (independent variable (x-axis), dependent variable (y axis), and realistic numbers) that supports the scenario you chose. You may need to do a bit of research to gather realistic numbers and correct units of measure. The average monthly temperatures in Edmonton over the course of 2 years III. otation of a car tire that has a il imbedded in it Fluctuating cost of a natural gas bill throughout the 4 season The average monthly hours of daylight per day in Edmonton over the course of 2 years A leaf bobbing up and down in the ocean 18 1 7 a) The example that I chose was: b) If you were to graph this what would be the independent variable (x-axis)? What would be the dependent variable (y-axis)? Explain. 12 c) Create a table of values that could models your problem. Below is an example template. Pr 12 Independent Variable: Dependent Variable: d) Explain what the highest point on your graph is? The lowest point? 13 25 24 23 22 21 20 19 18 e) How long will your function take to complete one full cycle and 12 start over again? Explain. 139 f) Where does your graph begin/start? Explain. /1 Co Page 1 of 3 11 of 676 words X English (United States) Focus E + 74% MAY 8 zoom