Answer Happy

= 3. (25 points) A massless, horizontal rod of length 2S is free to rotate about a vertical axle as shown. There are two small objects on the rod. Object 1 has mass mi and is fixed at the end of the rod. Object 2 has mass m2 and is at rest next to the axle. The axle is given an angular velocity wo. At a time defined to be t 0, object 2 begins to move along the rod so that its distance from the axle is given by ct where c is a known constant. a.What will be the angular velocity of the rod as a function of time? b. What will be the angular velocity of the rod at the instant when object 2 reaches the end of the rod? c. If object 2 leaves the rod when it reaches the end, with a velocity of magnitude of parallel to the rod, what will be the angular velocity of the rod after the object leaves? Ji 1 2 Kaxle o-> Vf 열 1 2 Free Body Diagrams (If appropriate). Law or Definition Top View Application
2 + 2 2 he 2 3. a) W = his? We m, s²+ Wlz (Ct² м 6) W, 5W. = hl b hl, s'W + hl²w Wis?W. W,+W/2)s? c) 1,5°66 = he, s'do @ W = W. W 2 hls²w