In the figure, block A (mass 11.6 kg) is in equilibrium, but it would slip if block B (mass 7.10 kg) were any heavier. For angle 0 = 24.3°, what is the coefficient of static friction between block A and the surface below it? B Number i Units

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In the figure, block A (mass 11.6 kg) is in equilibrium, but it would slip if block B (mass 7.10 kg) were any heavier. For angle θ = 24.3°, what is the coefficient of static friction between block A and the surface below it?

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**Diagram Explanation:**

The image shows a mechanical setup with two blocks: Block A and Block B. 

- **Block A** is positioned on a horizontal surface and is tethered to a pulley system.
- **Block B** is hanging vertically, connected to the same pulley.
- The rope passing over the pulley changes direction and runs along an inclined surface with an angle, denoted as θ = 24.3°, measured from vertical.
- Block A is shown as a green square, while block B is shown as an orange square.
- The diagram highlights the equilibrium condition of the system, where block A does not slip under the current weight of block B.

---

There is a field titled "Number" and another to select "Units" for inputting the solution.
Transcribed Image Text:**Current Attempt in Progress** In the figure, block A (mass 11.6 kg) is in equilibrium, but it would slip if block B (mass 7.10 kg) were any heavier. For angle θ = 24.3°, what is the coefficient of static friction between block A and the surface below it? --- **Diagram Explanation:** The image shows a mechanical setup with two blocks: Block A and Block B. - **Block A** is positioned on a horizontal surface and is tethered to a pulley system. - **Block B** is hanging vertically, connected to the same pulley. - The rope passing over the pulley changes direction and runs along an inclined surface with an angle, denoted as θ = 24.3°, measured from vertical. - Block A is shown as a green square, while block B is shown as an orange square. - The diagram highlights the equilibrium condition of the system, where block A does not slip under the current weight of block B. --- There is a field titled "Number" and another to select "Units" for inputting the solution.
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