Question 6: Estimate the acceleration during this portion of the experiment from the slope of the velocity-time graph. Compare your result with the average value of the acceleration determined from your accelerationtime graph. You don't need to be really precise here; a rough comparison is all that is required. Copy and paste your data Calculated from Calculated from here velocity position Position Velocity Acceleration (m/ Acceleration (m/ 1100 Time (s) Position (m) Time (s) (m/s) Time (s) $2) $2 0 2.0279850746: from velocity from position 825 33630952380:0.7742537313 363095238(.611154752 3630952380 110.757354595153 5726190476141.8488805970: 7261904761.563236449 726190476194.9348753672834110.757354595182 55 0089285714215.2518656716 089285714'.957580518 1089285714 106.80173478819 47.4674376836143 Position (m) 8452380952313.9384328358 1452380952.827965435 $452380952 162.180412085779 221.51470919035 6815476190407.2817164179 815476190.174391201 815476190 158.22479227881 158.224792278803 275 01785714285.8.23694029850 )178571428.405341712 17857142898.890495174253794.9348753672801 3541666666619.75932835820 $541666666.160251374 $541666666-154.26917247185 47.467437683649 0 690476190476.5652985074 904761904;.46739984. 904761904.224.234197807644806.946440621986 3 02678571428)03.550373134: )267857142.537313432 1267857142 2.6920190352931 .167.372163082441 Time (s) Velocity 400 300 elocity (m/s 200 The last data point for velocity and acceleration cannot be determined from the 100 position. Remove them. 2 3 Time (s) Acceleration 225 150 75 0 Acceleration (m/s2 -75 -150 -225 -300 1 2 3 Time (s)