1. The see-saws below have boxes placed on them that all weigh the same amount. The tick marks are evenly spaced to help measure distance. Add a single box to each see-saw so that it will be in rotational equilibrium. A) B)
1. The see-saws below have boxes placed on them that all weigh the same amount. The tick marks are evenly spaced to help measure distance. Add a single box to each see-saw so that it will be in rotational equilibrium. A) B)
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**Explanation:**
- **Diagram A:**
- Describes a seesaw that has two boxes placed on the left side, two tick marks from the fulcrum.
- **Diagram B:**
- Describes a seesaw with one box placed one tick mark on the left side and another one box placed two tick marks from the fulcrum on the right.
**Task:**
- To achieve rotational equilibrium, you need to add a single box to each seesaw in such a way that the torques on both sides of the fulcrum are balanced.
**Hints:**
- Remember, the torque \( \tau \) is given by \( \tau = \text{force} \times \text{distance from fulcrum} \).
- Each box exerts the same force (weight) because they all weigh the same amount.
Add boxes carefully to balance the seesaws correctly for rotational equilibrium.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1829f362-1a16-45e8-8282-990908270dc7%2F977826ef-1ffe-4682-bb6d-40c02fd4d34d%2F06heno_processed.png&w=3840&q=75)
Transcribed Image Text:### Seesaw Balance Activity
#### Instructions:
1. The seesaws below have boxes placed on them that all weigh the same amount. The tick marks are evenly spaced to help measure distance. Add a **single box** to each seesaw so that it will be in rotational equilibrium.

**Explanation:**
- **Diagram A:**
- Describes a seesaw that has two boxes placed on the left side, two tick marks from the fulcrum.
- **Diagram B:**
- Describes a seesaw with one box placed one tick mark on the left side and another one box placed two tick marks from the fulcrum on the right.
**Task:**
- To achieve rotational equilibrium, you need to add a single box to each seesaw in such a way that the torques on both sides of the fulcrum are balanced.
**Hints:**
- Remember, the torque \( \tau \) is given by \( \tau = \text{force} \times \text{distance from fulcrum} \).
- Each box exerts the same force (weight) because they all weigh the same amount.
Add boxes carefully to balance the seesaws correctly for rotational equilibrium.
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