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Part I: Mass of Ball A (gray steel): dog Mass of Ball B (white): 14s O. Оіч kg Height from Ramp to Floor: 93m 0.3m Average Horizontal Launch Distance (X1): 45-q( m 0.45 กา
Advanced Physics 2D Collisions Lab Purpose: To verify the Law of Conservation of Momentum using straight and angled collisions. Materials: Ramp, 2 balls, compass Record the mass of both balls (white and gray). The gray steel one will be used at all times to roll down the ramp and should be referred to as ball A. The other white ball is ball B Setup the collision ramp by clamping the ramp to the edge of the lab table with a c-clamp such that the balls roll into the center of the lab Using a plumb line (or mass on a string) find the point directly under the edge of the ramp on the floor and mark that with tape. Make a mark on that tape clearly showing the line Rotate the pedestal off to the side Roll a steel ball down the ramp once to approximate the landing spot. Tape a piece of clean paper on the floor and lay carbon paper over t. (Dont tape the carbon paper) a. b. c. d. e. f. Note where you started the ball on the ramp. YOU MUST roll the ball from the height each time. plumb g. Record the height from ramp to floor (h). h. Roll the steel ball down the ramp 20 times generating ahit pattern on the paper. Remove the carbon sheet and use your compass to draw a best-fitting circle around the data. (Keep the sheet taped to the floor) Your circle should encompass all your data so adjust it accordingly. Mark the center of that circle clearly as X Record the horizontal distance from your plu for your marble x. This will help us find the velocity of A before t collides with B i. mb line mark to X1. This is the average horizontal launch distance j. Remove the paper from the floor. You are done with this sheet. Save it. Put your names on it
Part I & II Analysis: 1. Use your measured height and horizontal distance calculate the velocity of A as it launched off the table in PartI 2. Using a similar calculation for both balls after they collide find the velocity of A and B after the collision causing them to land where you measured. 3. Calculate the total momentum of A and B before the collision using your velocity for A at the bottom of the ramp you found in #1. Calculate the total momentum of A and B immediately after the collision using your values frorn #2. . Compute a percent error comparing the total momentum before and after. Use the momentum before as the accepted.
I am very confused on number one of Part 1 of my lab analysis. This lab was focused on 2D collisions with the purpose to verify the Law of Conservation of Momentum using straight and angled collisions. I have attached a picture of the procedure from part 1, my data, and the analysis question I am stuck on. Again, it is question #1 on the Parts I and II Analysis section. Please help!!
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