In the first experiment, the constant was the mass of the iOLab unit since masswas added to the box which changed the sum of forces. As more washers were addedto the box, the data table shows that as the sum of forces (N) increases so does theacceleration. This confirms my prediction that they are directly proportional. Thisrelationship shows to be true when the data was graphed. The line of the graph waslinear and it had a positive slope. Since the units are m/s/s/N, this also can be translated2m/sto 1 N = 1 kg. In this case, it shows that ma is equal to mg. It can be seen thatacceleration is equal to the slope which proves that acceleration is equal to (1/mass)times the sum of forces. In the second experiment, the constant was the sum of theforces since the mass was added to the iOLab unit which changed the mass of theIOLab unit. As more washers were added to the iOLab unit, the data table showed thatas mass increases then acceleration decreases. When the data was graphed, it showeda slightly curved line and it had a negative sloped line. But since mass is equal to1/slope then I calculated 1/mass for each mass. Once 1/mass and acceleration datapoints were graphed then this confirmed my prediction of it being inversely proportional.The line of the graph was linear with a positive slope. This time the units of the slope2m/s2m/swaswhich can be translated to 1 N = 1 kgas well. Again, this proves1/kgthat acceleration is equal to (1/mass) times the sum of forces. give me summar