Only e, f, and g **Angular Motion of a Unicycle Wheel**1. The graph shows the angular velocity of a unicycle wheel of radius 0.3 meters as a performer does a trick. Counterclockwise is counted as positive. **a.** What is the angular acceleration at \( t = 4 \, \text{s} \)? **b.** What is the angular acceleration at \( t = 7 \, \text{s} \)? **c.** What is the angular acceleration at \( t = 9 \, \text{s} \)? **d.** Make a plot of angular acceleration versus time for the unicycle wheel. **e.** What is the change in angle \( \Delta \theta \) for the ten seconds? Give the answer in radians and in rotations. **f.** How far is the unicycle from the starting point after 10 seconds? **g.** At what time is the wheel furthest from its starting point?**Graph Analysis**- **Angular Velocity vs. Time Graph**: - X-axis: Time (sec), ranging from 0 to 10 seconds. - Y-axis: Angular velocity (rad/sec), ranging from 0 to 2 rad/sec. - Observations: The graph shows a line starting at 2 rad/sec at \( t = 0 \), decreasing linearly to -2 rad/sec at \( t = 8 \) seconds, then increasing to 0 rad/sec at \( t = 10 \) seconds.- **Angular Acceleration vs. Time Graph**: - X-axis: Time (sec), ranging from 0 to 10 seconds. - Y-axis: Angular acceleration (rad/sec²), ranging from 0 to 1 rad/sec². - Note: This plot needs to be created from the rate of change of the angular velocity graph. This information provides a comprehensive view for analyzing the unicycle's motion during the trick.

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Answered: The graph shows the angular velocity of…

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