i need graphs for this to show my work

Data Collection - Example Trials Trials Initial Position (m) Initial Velocity (m/s) Acceleration (m/s2) -10 m 2 m/s 0 m/s2 -10 m 1 m/s 1 m/s2 A W N -10 m 1 m/s 20 m/s2 10 m -1 m/s -2 m/s2 Results You will compare the position-time, velocity-time, and acceleration-time graphs for three trials. In your comparisons, use the accurate geometry terms (procedure #4) to describe the shapes of the graph. Use complete sentences and at least three sentences for each comparison. Comparison One: Compare the graphs of a zero acceleration trial to a positive acceleration trial. position-time graph - The graph with zero acceleration is linear while the one with a positive acceleration is non-linear(parabola), however, they both have a positive slope. velocity-time graph - The graph with zero acceleration and the one with the positive acceleration are both linear, but the one with the positive acceleration has a positive slope while the one with zero acceleration has a zero slope. acceleration-time graph - The graph with zero acceleration and the one with the positive acceleration are both linear, but the one with the zero acceleration is larger than the one with a positive acceleration. Comparison Two: Compare the graphs of a positive acceleration trial and a negative acceleration trial. position-time graph - They are both nonlinear; the one with a positive acceleration is a parabola while the one with a negative acceleration is a hyperbola. Yet, the one with the positive acceleration has a positive slope while the one with the negative acceleration has an undefined slope. velocity-time graph - The graphs with positive and negative acceleration are both linear, but the one with a positive acceleration has a positive slope while the one with the negative acceleration has a negative slope. acceleration-time graph - The graphs with the positive and negative acceleration are both linear with a zero slope, but the one with the negative acceleration is steeper and larger than the one with a positive acceleration. Comparison Three: Compare the graphs of a small acceleration trial and a large acceleration trial. position-time graph - Both graphs are non-linear (parabola) and with a positive slope, however the one with the smaller acceleration has a wider graph than the one with the larger acceleration. velocity-time graph - Both graphs are linear and with a positive slope, yet the one with the Unless Otherwise Noted All Content @ 2022 Florida Virtual School. FlexPoint Education CloudTM is a trademark of Florida Virtual School. smaller acceleration has a wider graph than the one with the larger acceleration. acceleration- time graph - Both graphs are linear and with a zero slope, but the one with the smaller acceleration has a wider graph than the one with the larger acceleration