2. The wheel shown below has a mass of 5 slugs and a radius of gyration for the z-axis through point C of 0.7 ft. The spring is massless and has a modulus of 20 lb/ft and a natural (unstretched) length of 4 ft. Use the acceleration due to gravity, g = 32.2 ft/sec². The wheel is released from rest, and it rolls without slipping on the plane. Find how far down the plane the mass center C will move. 4 27.0 feet 9.66 feet 4.81 feet Cord wrapped around hub 0.8 ft C 13 Used with permission from "Engineering Mechanics: Dynamics," McGill/King, 4th Ed., 2003 3 ft None of the above T 1.3 ft Ľ.

2. The wheel shown below has a mass of 5 slugs and a radius of gyration for the z-axis through point C of 0.7 ft. The spring is massless and has a modulus of 20 lb/ft and a natural (unstretched) length of 4 ft. Use the acceleration due to gravity, g = 32.2 ft/sec². The wheel is released from rest, and it rolls without slipping on the plane. Find how far down the plane the mass center C will move. 4 27.0 feet 9.66 feet 4.81 feet Cord wrapped around hub 0.8 ft C 13 Used with permission from "Engineering Mechanics: Dynamics," McGill/King, 4th Ed., 2003 3 ft None of the above T 1.3 ft Ľ.