A block B of mass m (see Figure 1) can slide freely on a frictionless arm OA which rotates in a horizontal plane at a constant rate e Bis released at a distan ro from O. And moves toward A located at a distance ra from O. Draw a complete kinetic diagram. How many vectors do you have in your diagrams? (enter in space) Figure 1: Swing

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*** SKETCH ONLY DRAW the kinematic diagram & Free body diagram and label it for this problem
A block B of mass m (see Figure 1) can slide freely on a frictionless arm OA which rotates in a horizontal plane at a constant rate \(\dot{\theta}_O\). B is released at a distance \(r_0\) from O. A moves toward A located at a distance rA from O.

Draw a complete kinetic diagram. How many vectors do you have in your diagrams? (enter in space)

**Figure 1: Swing**

**Description of Diagram:**
- The diagram shows a horizontal arm OA that is free of friction.
- A block B is positioned on the arm and is shown sliding towards point A.
- The arm rotates around point O. 
- The angle \(\theta\) is marked between the arm and a reference line, with \(\theta = \dot{\theta}_n\).
- A red arrow labeled \(v_r\) indicates the radial velocity of the block B towards A.
- The distance r represents the length from point O to block B.
- Annotations indicate the rotational direction with a curved arrow near point O.
Transcribed Image Text:A block B of mass m (see Figure 1) can slide freely on a frictionless arm OA which rotates in a horizontal plane at a constant rate \(\dot{\theta}_O\). B is released at a distance \(r_0\) from O. A moves toward A located at a distance rA from O. Draw a complete kinetic diagram. How many vectors do you have in your diagrams? (enter in space) **Figure 1: Swing** **Description of Diagram:** - The diagram shows a horizontal arm OA that is free of friction. - A block B is positioned on the arm and is shown sliding towards point A. - The arm rotates around point O. - The angle \(\theta\) is marked between the arm and a reference line, with \(\theta = \dot{\theta}_n\). - A red arrow labeled \(v_r\) indicates the radial velocity of the block B towards A. - The distance r represents the length from point O to block B. - Annotations indicate the rotational direction with a curved arrow near point O.
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