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A uniform disk of unknown mass M and radius R = 10 cm is free to rotate about its axis. A light cord is wrapped around the rim on the disk and then tied to a small can of mass m = 50 gm. The cord does not slip as it unwinds on the disk. When released the can moves down with acceleration 3.27 m/s2. Take g = 9.81 m/s2.
1. What is the angular acceleration of the disk?
(a) 0 rad/s2(b) 8.2 rad/s2(c) 65.4 rad/s2(d) 16.4 rad/s2(e) 32.7 rad/s22. What is the tension in the string?
(a) 0 N(b) 0.164 N(c) 1.308 N(d) 0.327 N(e) 0.654 N3. What is the mass of the disk?
(a) 0.8 kg(b) 0.2 kg(c) 0.4 kg(d) 0.1 kg(e) 0.6 kg
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