Now we are going to calculate the average velocity in two ways. In the first way, which I call the sampling method, I chose ten points off of the velocity graph during the first two seconds of the motion (i.e. when I was moving). They are listed in the data table below. 0.762m/s 0.754m/s 0.765m/s 0.795m/s 0.875m/s 0.984m/s 0.987m/s 0.957m/s 0.867m/s 0.802m/s Calculate the average (arithmetic mean) of these ten samples of the velocity. The arithmetic mean is obtained by dividing the total sum of samples by the number of samples. Question 3-4 (2 points): Show the calculation of the average in the space below. Average velocity from sampling: The second way of calculating the average velocity is to use the physics definition of average velocity: the ratio of displacement to elapsed time. To do this, I chose two data points from the position graph (both points from during the first two seconds, while I was moving). They are given in the table below: Position (m) Time (s) Point 1 0.799m 0.45s Point 2 1.969m 1.75s Question 3-5 (2 points): The displacement is obtained by subtracting the initial position at Point 1 from the final position at Point 2. Similarly, the elapsed time is obtained by subtracting the initial time at Point 1 from the final time at Point 2. Calculate my displacement (change in position), the elapsed time (time interval) and take their ratio to find the average velocity. Show the calculations of the average velocity in the space below. Enter them in the