|| A 60 g tennis ball with an initial speed of 32 m/s hits a wall and rebounds with the same speed. FIGURE P11.39 shows the force of the wall on the ball during the collision. What is the value of Fmax, the maximum value of the contact force during the collision? F max Fx 0 0 2 FIGURE P11.39 4 6 -t (ms)

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Chapter1: Units, Trigonometry. And Vectors
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**Problem:**

A 60 g tennis ball with an initial speed of 32 m/s hits a wall and rebounds with the same speed. **FIGURE P11.39** shows the force of the wall on the ball during the collision. What is the value of \( F_{\text{max}} \), the maximum value of the contact force during the collision?

**Graph Explanation:**

- The graph is a line chart showing the force \( F_x \) exerted by the wall on the tennis ball over time \( t \).
- The x-axis represents time in milliseconds (ms), ranging from 0 to 6 ms.
- The y-axis represents the force \( F_x \), with \( F_{\text{max}} \) indicating the maximum force.
- The graph consists of three distinct segments:
  - An increasing linear segment from 0 ms to 2 ms, where the force rises to \( F_{\text{max}} \).
  - A constant segment from 2 ms to 4 ms, where the force remains at \( F_{\text{max}} \).
  - A decreasing linear segment from 4 ms to 6 ms, where the force returns to 0.

**Figure Reference:**

- **FIGURE P11.39** illustrates the graph described above.
Transcribed Image Text:**Problem:** A 60 g tennis ball with an initial speed of 32 m/s hits a wall and rebounds with the same speed. **FIGURE P11.39** shows the force of the wall on the ball during the collision. What is the value of \( F_{\text{max}} \), the maximum value of the contact force during the collision? **Graph Explanation:** - The graph is a line chart showing the force \( F_x \) exerted by the wall on the tennis ball over time \( t \). - The x-axis represents time in milliseconds (ms), ranging from 0 to 6 ms. - The y-axis represents the force \( F_x \), with \( F_{\text{max}} \) indicating the maximum force. - The graph consists of three distinct segments: - An increasing linear segment from 0 ms to 2 ms, where the force rises to \( F_{\text{max}} \). - A constant segment from 2 ms to 4 ms, where the force remains at \( F_{\text{max}} \). - A decreasing linear segment from 4 ms to 6 ms, where the force returns to 0. **Figure Reference:** - **FIGURE P11.39** illustrates the graph described above.
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