1. A Ferris Wheel of radius 8 m makes a full revolution in 60 seconds. People board the Ferris Wheel at its lowest point, which is 2 m above the ground. When compared to the time since boarding the wheel, the height of a particular car is modeled by a sinusoidal curve. a) Determine an equation that represents the problem. 12 m b) On the blank grid below, sketch the function representing the height of the car during one revolution immediately after boarding. Label the coordinates of the minimum, maximum, midline points, and y-intercept. Provide a scale and label for both axes.