Question: Task 2: Analyzing a Real-WorlddoSensoidal Equation a. A Ferris wheel has a radius of 25 m and is 1 m above the ground. The Ferris

Task 2: Analyzing a Real-WorlddoSensoidal Equation a. A Ferris wheel has a radius of 25 m and is 1 m above the ground. The Ferris wheel makes a rotation every 40 seconds. Assume the Ferris Wheel begins at its middle height. b. Create a table of values for at least two cycles and then graph. Make sure you define your variables. KU /3; Thi /4 a. Find the equation for your graph and explain what each parameter: a, p, c, and d of y = asin- (x - d) + c means for your specific situation. App /4; Comm /2 b. Write two questions that could be answered using the equation. Answer the questions. KU /2; Comm /2

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