- #1
mingyz0403
- 12
- 1
- Homework Statement
- A 1-lb ball A and a 2-lb ball B are mounted on a horizontal rod whichrotates freely about a vertical shaft. The balls are held in the positionsshown by pins. The pin holding B is suddenly removed and the ballmoves to position C as the rod rotates. Neglecting friction and the massof the rod and knowing that the initial speed of A is 8 A v = 8 ft/s, determine the radial and transverse components of the acceleration of ball B immediately after the pin is removed
- Relevant Equations
- F=MA
Since there is no friction, there is no radial force acting on Ball B after the pin is remove. Therefore the radial acceleration of Ball B is zero. I don't know how to determine the transverse components of the acceleration of Ball B. I looked at the textbook solution. It takes moment about the shaft to find the transverse components of the acceleration of ball B. The solution states that " Since the rod is massless, it must be in equilibrium. " Why the rod is massless means it is in equilibrium?