Name: Date: Lab: Impulse and Momentum-The Relationship Purpose: To determine the relationship between Impulse and change in momentum. Go to: https:l lwww.thephysicsaviary.coml Physics I Programs] Labs] ImpulseLabl This is Wally, he is an astronaut oating around in space using a re extinguisher as a jet pack. When you activate the \"jetpack\" it provides a force and he begins to move. When you shut it off, he continues to move but he is no longer speeding up. On the left side of the screen are 2 red lines. These represent the laser beams from the phgtogatgs. Rhgtogatgs are devices used to measure the speed of an object. The time starts when the rst laser is broken, and ends when the second laser is broken, this gives you data that you can use to calculate Wally's speed after the \"jetpack\" has been turned off. Guidelines: 1. Force, mass and force-time are easy to nd on the screen. a. Force e thruster on his \"jetpack\" giving him a push to get him moving b. Mass = how much matter he is made of c. Force-Time = the amount of time the force of the thruster is being applied for 2. Ehgtogatey Distance, and Phgtogate-Time are also found on the screen. beam of light as he passes through, then 10 m later he will break the second one Distance = the phgtggates are 10 m apart, so he will travel a distance of 10 meters from when he breaks the rst beam to the second beam . Rhgtogatgzme = is the time it takes for Wally to travel between the two red lines of the phgtggate. 3. Equations: 51. b. C. d. Impulse = Force x time Momentum = mass x velocity Velocity = change in position / time (distance between phgtogates divided by time) Change in momentum = va - mvl (in this lab mvl = 0) Bmlab: (2 points each) 1- What is happening 1:0 Wally's Speed when the thruster is on? 2. If you shut off the thruster is Wally's speed still changing? 3. Which of Newton's laws apply? Explain. 4. How will you gure out Wally's speed between the 2 laser beams? 5. You will need to change milliseconds (ms) to just seconds. How will you change ms to seconds? Scenarios