balanced experiment, a metal bar on a fulcrum. A 5.0 kg mass in a physics is is placed on the bar, 45.0 cm from the Fulcrum, and on the same side a 2.0 kg is placed an unmeasured distance away from the fulcrum. Another mass (12 kg) is placed on the other side of the fulcrum, 50.0 cm away. mass How far away is the 2.0 kg mass from the Fulcrum! 50.0 cm 45.0cm).

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Chapter9: Statics And Torque
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**Physics Experiment: Balancing Masses on a Fulcrum**

In a physics experiment, a metal bar is balanced on a fulcrum. A 5.0 kg mass is placed on the bar, 45.0 cm from the fulcrum, and on the same side, a 2.0 kg mass is placed an unmeasured distance away from the fulcrum. Another mass (12 kg) is placed on the other side of the fulcrum, 50.0 cm away.

**Question:**  
How far away is the 2.0 kg mass from the fulcrum?

**Diagram Description:**

The diagram illustrates a lever balanced on a fulcrum. On the left side of the fulcrum, there are two masses:
- A 5.0 kg mass, located 45.0 cm from the fulcrum.
- A 2.0 kg mass, positioned at an unknown distance from the fulcrum.

On the right side of the fulcrum, there is a 12 kg mass placed 50.0 cm away from the fulcrum.

This setup demonstrates the principle of moments, which is used to calculate the unknown distance for balanced forces.
Transcribed Image Text:**Physics Experiment: Balancing Masses on a Fulcrum** In a physics experiment, a metal bar is balanced on a fulcrum. A 5.0 kg mass is placed on the bar, 45.0 cm from the fulcrum, and on the same side, a 2.0 kg mass is placed an unmeasured distance away from the fulcrum. Another mass (12 kg) is placed on the other side of the fulcrum, 50.0 cm away. **Question:** How far away is the 2.0 kg mass from the fulcrum? **Diagram Description:** The diagram illustrates a lever balanced on a fulcrum. On the left side of the fulcrum, there are two masses: - A 5.0 kg mass, located 45.0 cm from the fulcrum. - A 2.0 kg mass, positioned at an unknown distance from the fulcrum. On the right side of the fulcrum, there is a 12 kg mass placed 50.0 cm away from the fulcrum. This setup demonstrates the principle of moments, which is used to calculate the unknown distance for balanced forces.
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