Lab: Graphing and Analyzing Motion of a Hockey Puck For this lab, we will use the Physics Physics Simulation program. Problem 2.2: Hockey Puck Colliding and Rebounding O Open the program and play around with the settings to familiarize yourself with the simulation. i Please follow the directions here as you will be doing more than what is written on the simulation page. Part 1: Graphing Motion Starting at time 1.05, make note of the object's position (x). in meters, every 2 seconds. The Wall is the 'zero' reference point. a You can use the arrows to get to exact times i Use the front of the red dot and be consistent on how you measure Data Table 1.0 3.0 5.0 + 7.0 9.0 11.0 13.0Analyzing the data: 1. Compare and contrast the slopes of the first and second portions of the graph. How does the slope relate to the motion of the puck? 2. What happened at time 65, and how is the motion of the puck represented on the graph? Part 2: Distance vs Displacement In this section, we will determine distance, displacement, speed and velocity of the puck using the simulation. You will complete questions a-e from the simulation. a. For each time interval in the data table below, calculate the displacement, distance traveled, average velocity, and average speed of the puck. Time Interval Displacement Distance Average Velocity Average Speed {m) Traveled (m) (mls) (mls) a. For each time interval in the data table below, calculate the displacement, distance traveled, average velocity, and average speed of the puck. Time Interval Displacement Distance Average Velocity Average Speed (m) Traveled (m) (m/s) (m/s) t = 1.5 s to 12.0 s t = 1.5 s to 6.0 s t = 6.0 s to 12.0 sFor which time interva|(s) listed in the table above is the displacement equal to the distance traveled? And why? Is the magnitude of the displacement always equal to the distance traveled? Why or Why not? In general, if an object moves in a straight line but does not change direction, will the magnitude of its displacement during any interval equal its distance traveled during the same interval? lfthe answer is no, which will be greater? In general, if an object moves in a straight line but changes direction at some point, will the magnitude of its displacement during an interval that includes the change in direction equal its distance traveled? If the answer is no, which will be greater