Force and Torque on a Rotating Disk
A disk with a moment of inertia I is rotating at a constant angular velocity ω on a frictionless horizontal surface. A constant horizontal force F is then applied to the edge of the disk, perpendicular to the radius. Which of the following describes the resulting motion of the disk?
A
It maintains both translational and rotational equilibrium
B
It accelerates both rotationally and translationally
C
It accelerates translationally while maintaining constant angular velocity
D
It accelerates rotationally while maintaining translational equilibrium
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