A rotor is a fun ride you can find at some amusement parks. People stand against the walls, the rotor spins about an axis through its centre. When the ride is up to speed, the floor is removed, leaving the people pinned in place to the walls. For this question assume the radius of the ride is r = 2.96 m and consider a person with mass mp = 81.6 kg (Figure 1). Person r Top-down view Figure 1: Diagrammatic representation of an amusement park rotor of radius y containing a person standing against the rotor's inner wall, as viewed from above. Part 1) If the rotor spins at a speed of 36.7 rpm (revolutions per minute) what is the magnitude of the net force acting on the person? | Fnet | = N Part 2) What is the magnitude of the force that the wall of the rotor exerts on the person? Hint: remember to account for both the horizontal and vertical force that the wall of the rotor exerts on the person. Fwall on p = N Part 3) What is the minimum value of /s (the coefficient of static friction) between the person and the wall for which the person will not slide down the wall? As, min =