Using the graph below, please answer the following questions:

1. Referencing the equations df- di =1/2at^2+vi*t And vf = vi +at, is the graph quadratic in time? Linear in time? Which graph describes a constant (between bumps)

2. What factors make the position vs time graph resemble the path of a projectile in two dimensional space?

3. Why do the velocity and acceleration graphs have the form that they do?

4. From the velocity vs clock time graph, there should be a clock time where the velocity is zero. What was the acceleration of the glider at this clock time? Or the velocity of a body is zero can it's acceleration be non zero? Explain

a Linear Motion.cmbl Latest Time Position Position (5) (m/s) 0.0323 0.972 0.0646 0. 967 -0.137 0.7 0. 0969 0. 963 6.136 Position (m) 0. 1292 0.958 0. 136 OUS 0. 1615 0.954 -9.137 0. 1938 .949 0: 142 0. 2261 0.945 0 . 139 0. 2584 0.941 0.142 0.1 0.2907 0. 936 0. 147 0. 3230 0.931 3. 152 10 (2 95. 0.292) Time (s) 0. 3553 0. 926 0. 153 0. 3876 0. 921 Velocity 0. 4199 0.916 6. 168 0.4522 0.911 9. 161 0.2- 0.4845 0. 906 6. 163 0. 5168 3.900 0. 166 0. 5491 0. 895 10.171 12 Velocity (w/s) 0. 5814 0. 889 0. 170 0. 6137 0.884 -0. 169 10.2 0. 6460 0. 878 0. 174 0. 6783 0. 873 0. 179 0. 7106 0,867 10. 185 10 0. 7429 0. 861 0. 187 Time (s) IN 0.7752 0. 855 @. 188 Acceleration 0. 8075 0. 848 0. 190 0. 8398 0.842 @. 192 0. 8721 0. 836 -0.196 0. 9044 0. 830 0. 208 0.9367 0.823 -0.204 Acceleration (m/s) 0.9690 0. 817 20.207 Position 1 -2 10 15 0.573 m Time (s) you have read our updated privacy Policy