Please I need calculations for all the parts and need to draw a graph and please check the calculations for probable error in right side..

XV fx A B C D E F G H K L M N un No. x (m) x-x_0 (m) t (s) dt (s) v (m/s) a (m/s^2) theor. v (m/s) th2 Flag length (m), reading 1 10cm 0.2 1.8s 0.155 Flag length (m), reading 2 10cm 0.2 1.30s 0.15 Flag length (m), average 10cm 0.3 1.67s .15 Position of center of glider, x_0 (m) 100m OUI AWN 0.3 2.10s 0.13 Height of point 2 (cm) 29.5cm 0.6 1.37s 0.13 Height of point 1 (cm) 28cm 0.6 2.17s 0.13 Distance between points 1 & 2 (cm) 50.4cm 7 0.9 2.0s 0.13 sin theta 0.56 0.9 2.40s 0.13 Probable error of length measurements (m) 0.001m 1.7 2.15s 0.13 Probable percent error in flag length 14.1 10 0.1cm 1.7 1.73s 0.13 Probable error of difference in heights (cm) Probable percent error of difference in heights 40.7cm Probable percent error of length between points 49.6 Instructions Probable percent error in sin theta Calculate column F (velocity) using flag length and elapsed time in gate. Probable error time measurements (s) Calculate column G (acceleration) using column F (v) and time to reach 2nd gate. Calculate column H (velocity) using v, = sqrt(2g(x-X)sin 0) standard value of 'g' (m/s^2) Average acceleration (m/s^2) Run No. Probable % error in t Probable % error in dt Probable % error in v Probable % error in a Prob. Error a (m/s^2) g' calculated from avg. acc. (m/s^2) % error in 'g' calculated from average acc. probable % error in average acc. N 3 Probable % error in 'g' calculated from average acc. 4 Slope of graph, ((x-x_0) vs. t^2) 23 5 acceleration from slope (m/s^2) 24 6 g' calculated from slope (m/s^2) 25 7 percent error in 'g' calculated from slope 26 standard error in slope 27 Probable percent error in slope 28 10 Probable percent error in 'g' calculated from slope 29 30 31