PLEASE ANSWER ALL 6 ANALYSIS QUESTIONS!!!!

Part IV : Explosion 18. Using the same c configuration as Part III (making sure that the spring action is between the two carts), place the carts relatively at the center of the track. Record the location of front cart 1 and the front position of cart 2. 19. Load 1kg weight one of the carts and record the masses of both carts, 20. Using concept of the conservation of momentum, calculate the velocities of both carts. Show the work below before proceeding to the next step. 21. To move the carts, you will have to use a heavy object to release the pin from the cart that contains a spring-loaded action. Click DCollect prior to striking the pin so you don't miss the recording. 22. Measure and record cart velocities. How do these values compare to your calculations from Step 20. Please include the % error in each measurement. ANALYSIS PARTS I - III 1. For each run, determine the momentum (my) of each cart before the collision, after the collision, and the total momentum before and after the collision. Calculate the ratio of the total momentum after the collision to the total momentum before the collision. Enter the values in Table 2. 2. For each run, determine the kinetic energy ( KE = - mv) for each cart before and after the collision. Calculate the ratio of the total kinetic energy after the collision to the total kinetic energy before the collision. Enter the values in Table 3. 3. If the total momentum for a system is the same before and after the collision, we say that momentum is conserved. If momentum were conserved, what would be the ratio of the total momentum after the collision to the total momentum before the collision? 4. If the total kinetic energy for a system is the same before and after the collision, we say that kinetic energy is conserved. If kinetic energy were conserved, what would be the ratio of the total kinetic energy after the collision to the total kinetic energy before the collision? 5. Inspect the momentum ratios in Table 2. Even if momentum is conserved for a given collision, the measured values may not be exactly the same before and after due to measurement uncertainty. The ratio should be close to one, however. Is momentum conserved in your collisions? 6. Repeat the preceding question for the case of kinetic energy, using the kinetic energy ratios in Table 3. Is kinetic energy conserved in the magnetic bumper collisions? How about the hook-and-pile collisions? Is kinetic energy consumed in the third type of collision studies? Classify the three collision types as elastic, inelastic, or completely inelastic. hysics with VernierLab 7 Question 6 Momentum and Energy in Collisions Position 1 int Position 2 (m Time (s ) Velocity 1 (m/s) Velocity 2 (mis Of Time (8 ) Lab 7 question Part 1 mag Logger Pro - 18 Momentum Energy Collonbit" File Edit Experiment Data Analyze Insert Options Page Help DeBO Page 1 Momentum and Energy in Collisions 0.0 -0.2- Position 1 (m) Position 2 (m -0.4- 6 10 (At:1.00 Ay:0.000) Statistics fer, Latest | Velocity 1 Time (s) min:-0.002134 at 2 360 max: 0.0 sid. dev: 0.001150 samples. 20 0.1- Ay: 0.0035 0.0- -0.1- Velocity 1 (m/'s) Velocity 2 (m/s -0.2- 0.3 Statistics for. Latest | Velocity mean: -0.3135 median : -0.3117 10 sid. dov; 0.01890 samples: 20 (At:1.00 Ay:0.015) Time (S)5 6 Part 3 mag File Edit Experiment Data Analyze Insert Options Par - - Page 1 - |ARANKS1/ MONOCalled Momentum and Energy in Collisions 0.0 Position 1 (m) Position 2 (m) -0.1 -0.2 (1.586, 0.035) (At:0.54 Ay:0.000) Time (s) 0.2 0.0 Velocity 1 (m/s) Velocity 2 (m/s -0.2- 0 (At:0.54 Ay:0.023) Time (s) Part 1 mag 4 Logger Pro - 18 Mom um Energy Collemb!" File Edit Experiment Data Analyze Insert Options Page Help DGB Page 1 - LEARY KA/ MONO Collect Momentum and Energy in Collisions 0.2 0.0- Position 1 (m) Position 2 (m) -0.2- 0.4- 6 0 (2.281, -0.260) Time (s) Velocity 1 (mis) Velocity 2 (m/s)Part 2 run 5 ergy Colleader File Edit Experiment Data Analyze Insert Options Page, H -Page 1 - AYIM/MOROCalled Momentum and Energy in Collisions 0.3- 0.1- -0.1 Position 1 (m) Position 2 (m -0.3 0.5- At:0.61 Ay:0.000) Time (s) 0.0 -0.1 Velocity 1 (m/s) Velocity 2 (m/s) -0.2- -0.3- (At:0.61 Ay:0.061) Time (s) Part 3 run 9 1090 8 9 18 Momentum File Edit Experiment Data Analyze Insert Options Page Help DEBO Page 1 - ERAGON KM/ XOXO Collect Momentum and Energy in Collisions 0.5 Position 1 (m) Position 2 (m) 0.0 -0.5 (At:0.47 Ay:0.000) Time (s) 0.0- -0.1 Velocity 1 (m/s) Velocity 2 (m/s) -0.2- -0.3- (41:0.47 Ay:0.016) Time (s)Table 2 Momentum Momentum Momentum Momentum Total Total of cart 1 of cart 2 of cart 1 of cart 2 momentum momentum Ratio of Run before before after after before after total number collision collision collision collision collision collision momentum (kg.m/s) (kg.m/s) (kg.m/s) (kg-m/s) (kg.m/s) (kg.m/s) after/before - 0. 1598 0 0.006 - 0.129 - 0. 1598 -0.123 0. 7697 2 - 0. 1816 0 0. 003 - 0.141 -0. 1816 1-0.138 10. 2599 3 - 0. 1018 0.3 0. 07 3 0 .099 10 . 198 2 1-0.026 -0, 1312 4 - 0.3 0.24 - 0.18 84 - 0. 245 1- 0.04 1-0.43 7. 16 5 - 0. 1441 0 - 0. 067 - 0. 067 - 0.1441 -0.211 1 1. 46 6 - 0.14 41 0 -0.071 1- 6. 074 - 0.1411 - 0. 2151 1. 524 7 -0. 1721 0. 048 - 0. OSS -0.055 -0. 1041 1- 0. 1591 1.528 8 -0.2542 0 . 2 0. 106 - 0. 106 0.0842 -0.1602 2. 956 9 - O. 1263 0 - 0.02 - 0.086 - 0. 1263 - 2, 2123 1. 681 10 -01 1734 0 - 0. 037 -0.120 -0 .1734 - 0 . 2954 1. 703 11 -0. 1752 G. 0816 10. 0379 - 0, 095 - 0.0986 - 0. 1884 2.015 12 -0. 2020 - 0.0345 - 0, 1636 -0. 205 - 0. 2365 - 0. 4415 1. 867Table 3 KE of KE of KE of KE of Run cart 1 cart 2 cart 1 Total KE cart 2 Total KE before before after after before after Ratio of number collision collision collision collision collision collision total KE ( J ) ( J ) after/before ( J ) ( J ) ( J ) ( J ) 1 0. 025 0 4.11 x10-5 0. 0163 0.025 0 . 016 34 0 . 45 36 2 0. 032 0 1. 14 x 10- 5 0. 0194 0. 032 |0. 01941 0. 6065 3 0. 010 01 0102 0.005 0. 0 09 10. 0202 6.014 10 . 6 9 31 0.03 6 4 20482 0.0192 0.012 0. 02 10. 0492 0.032 06304 5 0 02 0 0. 004 0. 0049 0.02 0. 00 84 0.4 2 6 0. 0 195 0 0. 005 6 . 0054 0. 0195 0. 0104 / 0.833 7 0.029 0 .00 45 10 . 0029 0. 603 0. 0335 0.605 9 0. 17 61 0.0215 8 GE073 0 .0135 0 . 0037 0. 0037 0 . 0345 0.0074 12 21 45 9 0. 015 0 3. 98 x 104 0 . 0073 0.015 0807698 0 . 5132 10 Q. 029 0 6:001 6 . 0194 0. 029 0. 0154 0.5310 11 0. 03 6.0065 0. 0014 |0. 0089| |6. 0365 0 0103 0.2822 12 0. 014 0.0000 39 0.0059 0.0139|0.019|0.0228 1. 628