Question

A ferris wheel built has a diameter of 186 feet and sits 13 feet above the ground. It rotates in a counterclockwise direction, making one complete revolution every 15 minutes. Use parametric equations to model the path of a rider on this wheel. Place your coordinate system so that the origin of the coordinate system is on the ground below the bottom of the wheel. You want to end up with parametric equations that will give you the position of the rider every minute of the ride.