Three spheres A, B and C each of mass 0.1 kg are joined in the shape of an equilateral triangle by light rigid rods each of length L = 0.1 meters. The system is constrained to move in the horizontal plane. If the center of mass of the system G is moving with (1.2 1 {x} = {12} m/s² and the entire system is rotating with a counterclockwise aGy (2.4) angular velocity of @= 1 rad/s and counterclockwise angular acceleration of a = 10 rad/s². Calculate the following: (1) The acceleration of point C (2) The force in leg AC - Make sure you draw the required free body and kinetic diagrams. You may assume that all rods are 2-force members, i.e. pinned at each end. 2N B y 1N L/√12 A C x