Part II of Rotations. The lecture begins with an explanation of the Parallel Axis Theorem and how it is applied in problems concerning rotation of rigid bodies. The moment of inertia of a disk is discussed as a demonstration of the theorem. Angular momentum and angular velocity are examined in a variety of problems. 00:00 - Chapter 1. Review and Derive the Parallel Axis Theorem 16:27 - Chapter 2. For System of Masses: Derive KEtotal = ½ MV2 + ½ ICM2 27:55 - Chapter 3. Derive KEtotal in Terms of Equivalent Rotation about Stationary Point 38:40 - Chapter 4. Effect of Rotational Kinetic Energy on Translational Motion for No Skid 43:41 - Chapter 5. Example Problem: Torque on a Disk 49:30 - Chapter 6. Advanced Example Problem: Pulley Rotating and Translating 01:02:14 - Chapter 7. Example Problem: Systems with Angular Moment Conserved 01:09:09 - Chapter 8. Application: Angular Momentum Changes for Spinning Ballerina