Uniform Acceleration
... 100 = 41.67% error. The 41.67% error shows us the difference between our results and what the theoretical results were. As for his motion, Brian started out slow, and quickly brought his speed up; decreasing the amount of speed he gained as he went. The following data helps us to support this claim. Brian gains a momentous amount of acceleration from the origin to point one (a=.8919 m/s^2). The change in acceleration from point one to point two is significantly lower (a=.1192 m/s^2), while the change from point two to three is a little higher (a=.1987 m/s^2). There is then an increase in acceleration from point three to four (a=.2735 m/s^2), followed by a drastic deceleration from point four to five (a=.0901 m/s^2). Lastly, from point five to six, acceleration increased significantly to a=.6250 m/s^2. We know that Brian did not succeed in walking in uniform acceleration, since our data shows varied accelerations. For example, the acceleration fro...