Write a function that models the position of the door

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Reference no: EM131338263

Several years ago, an amusement park in Sandusky, Ohio, had a ride called the Rotor in which riders stood against the walls of a spinning cylinder. As the cylinder spun, the floor of the ride dropped out, and the riders were held against the wall by the force of friction. The cylinder of the Rotor had a radius of 3.5 meters and rotated counterclockwise at a rate of 14 revolutions per minute. Suppose the center of rotation of the Rotor was at the origin of a rectangular coordinate system. a. If the initial coordinates of the hinges on the door of the cylinder are (0, -3.5), write a function that models the position of the door at t seconds

Reference no: EM131338263

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