A horizontal beam of length 3 m and mass 2.0 kg has a mass of 1.0 kg and width 0.2 m sitting at the end of the beam (see the following figure). What is the torque of the system about the support at the wall?

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A horizontal beam of length 3 m and mass 2.0 kg has
a mass of 1.0 kg and width 0.2 m sitting at the end of the
beam (see the following figure). What is the torque of the
system about the support at the wall?

 

**Diagram Explanation: Wall Support with Beam and Mass**

This diagram illustrates a horizontal beam supported by a wall support. Here are the key elements described in the diagram:

1. **Wall Support**: The beam is attached to a vertical wall using a support mechanism, depicted on the left side of the diagram.

2. **Beam**: 
   - The beam extends horizontally from the wall.
   - The length of the beam is 3 meters.
   - The mass of the beam is 2.0 kilograms.

3. **Mass at the End of the Beam**:
   - A mass is placed at the far right end of the beam.
   - This mass is depicted as a blue square.
   - The mass is 1.0 kilogram.
   - It is located 0.2 meters from the end of the beam.

The diagram provides a visual representation of a physical scenario often analyzed in physics, specifically in topics related to torque, balance, and rotational equilibrium.
Transcribed Image Text:**Diagram Explanation: Wall Support with Beam and Mass** This diagram illustrates a horizontal beam supported by a wall support. Here are the key elements described in the diagram: 1. **Wall Support**: The beam is attached to a vertical wall using a support mechanism, depicted on the left side of the diagram. 2. **Beam**: - The beam extends horizontally from the wall. - The length of the beam is 3 meters. - The mass of the beam is 2.0 kilograms. 3. **Mass at the End of the Beam**: - A mass is placed at the far right end of the beam. - This mass is depicted as a blue square. - The mass is 1.0 kilogram. - It is located 0.2 meters from the end of the beam. The diagram provides a visual representation of a physical scenario often analyzed in physics, specifically in topics related to torque, balance, and rotational equilibrium.
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