Two equal spheres, labeled A and B in the figure, are attached to a massless rod with a frictionless pivot at the point P. The system is made to rotate clockwise with angular speed

\omega

on a horizontal, frictionless tabletop. Sphere A collides with and sticks to another equal sphere that is at rest on the tabletop. Note: the masses of all three spheres are equal. What is the angular speed of the system immediately after the collision? $Two equal spheres, labeled A and B in the figure, are attached to a massless rod with a frictionless pivot at the point P. The system is made to rotate clockwise with angular speed \omega on a horizontal, frictionless tabletop. Sphere A collides with and sticks to another equal sphere that is at rest on the tabletop. Note: the masses of all three spheres are equal. What is the angular speed of the system immediately after the collision? A) \omega B)0.82 \omega C)0.60 \omega D)0.56 \omega E)0.29 \omega$
A)

\omega

B)0.82

\omega

C)0.60

\omega

D)0.56

\omega

E)0.29

\omega

A 20-Kg Hoop Rolls Without Slipping on a Horizontal Surface So

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