Problem 1: Two scenarios are provided in Figure 1. In Scenario 1, there are three runners (A, B, and C) racing around a track, and they all run at the same speed. In Scenario 2, there are three points (A, B, and C) on a rotating rod. Given this information, answer the questions below. t = At 1 = Δι C = 0 ° 1=0 Scenario 1: Scenario 1 Scenario 2 Figure 1: Scenario 1(runners around a track) and Scenario 2 (rotating rod). S1-(a): For Scenario 1, three people are running around a circular track. They are all running at the same speed. The location of each runner at the beginning of the race is shown at time t = 0. The location of runner A is also shown at time t = At. Draw the approximate location of the other two runners B and C on the figure for Scenario 1 at time t = At." S1-(b): Based on your sketch from S1-(a) does each particle have the same angular speed about the center of the circle? Explain. Scenario 2: S2-(a): For Scenario 2, there is a rod traveling counterclockwise about a pivot located at the center of the circle. Three points (A, B, and C) are labeled on the rod at time t = 0. At time t = At point A is labeled on the rod. Label the other two points B and C on the rod for Scenario 2 at time t = At. S2-(b): Based on your sketch from S2-(a), does each point have the same speed? What about angular speed? Explain.

Problem 1: Two scenarios are provided in Figure 1. In Scenario 1, there are three runners (A, B, and C) racing around a track, and they all run at the same speed. In Scenario 2, there are three points (A, B, and C) on a rotating rod. Given this information, answer the questions below. t = At 1 = Δι C = 0 ° 1=0 Scenario 1: Scenario 1 Scenario 2 Figure 1: Scenario 1(runners around a track) and Scenario 2 (rotating rod). S1-(a): For Scenario 1, three people are running around a circular track. They are all running at the same speed. The location of each runner at the beginning of the race is shown at time t = 0. The location of runner A is also shown at time t = At. Draw the approximate location of the other two runners B and C on the figure for Scenario 1 at time t = At." S1-(b): Based on your sketch from S1-(a) does each particle have the same angular speed about the center of the circle? Explain. Scenario 2: S2-(a): For Scenario 2, there is a rod traveling counterclockwise about a pivot located at the center of the circle. Three points (A, B, and C) are labeled on the rod at time t = 0. At time t = At point A is labeled on the rod. Label the other two points B and C on the rod for Scenario 2 at time t = At. S2-(b): Based on your sketch from S2-(a), does each point have the same speed? What about angular speed? Explain.