Task 3: Wind Turbine Problem MR Exit Fullscreen Instructions: Research reasonable dimensions and rotations per minute for real wind turbines (reference where you found this data with a link). Label the diagram (on the right) with your dimensions. Using the information you have gathered, identify the key features of the sinusoidal model. Then make a sketch of the height of the tip of one of the blades over three rotations (without graphing software). Write three possible equations (using phase shifts - d value) for the height of the blade over time. Determine the speed of the wind turbine. Hint: The distance travelled by the tip of the blade would be circumference. Submission: Submit as ONE file as a PDF/DOC. : If you would like Feedback, submit Sunday May 23rd at 11:59PM in ASSIGNMENTS FINAL DUE DATE : Thurs June 3rd at 11:59PM in ASSIGNMENTS Checklist: Have you included all the following? Provided dimensions and rpm for the wind turbine that are realistic. State the key features of the sinusoidal model. Graphed 3 cycles of the height of the wind turbine blade. Provided 3 equivalent equations to represent the height of the wind turbine blade. Included definition of variables, units, and therefore statements Determined and showed calculations for the speed of the wind turbine. Checked the rubric to ensure you understand the assessment criteria Overall Expectations: D.2. Connecting Graphs & Equations of Sinusoidal Functions . I can connect graphical and algebraic representations of sinusoidal functions. I can describe key features of sinusoidal functions. D.3. Solving Problems Involving Sinusoidal Functions . I can represent real-world applications using sinusoidal functions I can solve problems involving sinusoidal functions