Could someone please help me with this, it shouldn't take to long and it would mean a lot.

SPH3U1 Page 5 of 5 Observations: Data Table - Ticker Tape Analysis Station #: Time (t) Interval Position Mid-Interval Time Average Interval (s) Displacement d (cm) [fwd] (s) Velocity Vav (cm/s) Ad (cm) [fwd] [fwd] 0 0 0 0 0.05 10 0. 10 1.0 (m 0.15 3 1 0.20 3. 1 cm 4. 1( m 0.25 56 0.30 5.6 cm 9. 20 m 0.35 81 0 . 40 8.1 (m) 17.8 6m 10. 45 107 0 . 50 10.7(m /28.5 cm O.SS 129 O . 60 17.9 cm 41.4 em 0 . 65 0 .70 15.5em 56. 9 cm 10 . 801. Calculate the average ver 8. Plot a graph of velocity against time for the cart by plotting the average velocities at the midpoint of each time interval (0.05s, 0.15s, 0.25s etc.). Carefully draw error circles (no larger than 2mm) around each point.9. Draw a straight line of best fit through the points on your graph. This line does not necessarily pass through the origin. 10. Calculate the average acceleration of the cart in cm/s2 by finding the slope of the best fit line on the velocity-time graph. Do this work directly on the graph. 11. Calculate the displacement of the cart for the first 1.50s of the trip by finding the area under the velocity-time graph. Do this work directly on the graph. Be sure to include the units. 12. Using the tickertape data table, find the position of the cart at t=1.50s. This will also be the displacement of the cart from 0-1.50s. Circle this value on the tickertape data table. Compare the area under the graph with the displacement of the cart from 0-1.50s by calculating the percent error using this formula: (measured value - accepted value) % error = x 100% accepted value Do this work directly on the graph. Use the area calculation as the measured value and the table value as the accepted value