Show all work. Good luck! Clockwise Hour Hand Note: Figure not drawn to scale. 1. . The figure shows a clock standing on a level floor with a close - up view of the clockface. The clockface has a 10 - centimeter - long hour hand that moves as time passes. The center of the clockface is 200 centimeters from the floor. At time t = 0 hours, the hour hand is pointing directly at the 12. The next time the hour hand points directly at the 12 is at time t = 12 hours. As the hour hand moves, the distance of the endpoint of the hour hand from the floor periodically decreases and increases. The sinusoidal function h models the distance, in centimeters of the endpoint of the hour hand from the floor as a function of time t, in hours. a. The graph of h and its dashed midline for two full cycles is shown. Five points, F, G, J, K and P are labeled on the graph. No scale is indicated, and no axes are presented. Determine possible coordinates, (t, h(t)) for the five points indicated on the graph of h. G Kb. The function h can be written in the form h(t) = asin(b(t + c)) + d. Find values of a, b, c and d. . C. Repeat part (b) using a cosine function