We will now calculate the average acceleration for the higher fan speed using our two methods. Below is the table of 10 data points I chose off of the 0.638m/s2 0.678m/s2 0.626m/s2 0.654m/s2 0.624m/s2 0.660m/s2 0.579m/s2 0.617m/s2 0.609m/s2 0.621m/s2 Calculate the average acceleration from these 10 data points. Show the calculation in the space below (2 points). Now we use the physics definition of average acceleration. Again, to do this we take the ratio of the change in velocity over the change in time. The points I chose off of the velocity graph are in the table below velocity (m/s) Time (s) Point 1 0.281m/s 0.94s Point 2 1.037m/s 2.15s Calculate the change in velocity, the change in time (time interval), and the average acceleration from these data. Show the calculation in the space below (2 points). Change in velocity (m/s) Time interval (s) Average acceleration (m/s2) Question 4-1 (2 points): Does the average acceleration calculated from the sampling method agree with the average acceleration from the physics definition of acceleration? How would you account for any differences? Question 4-2 (2 points): Compare this average acceleration to that in Activity 2 (when the fan speed was on medium). Which is larger? Explain your