Bartlett Mcfarlane
11/12/2023 · Middle School

e. Put velocity vectors on your sketch at all four instants (states). Also put the following displacement vectors on your sketch: \( \Delta x_{1 \rightarrow 2}, \Delta x_{1 \rightarrow 4}, \Delta x_{2 \rightarrow 3}, \Delta x_{2 \rightarrow 4} \) f. You still walked to the right, but for whatever reason, you chose the direction left to be the \( +x \) direction. Keep \( x_{1}=0 \mathrm{~m} \). What changes? g. If you just had the snapshots without the video or actually seeing the walk, could you tell if the walker ever changed speed or direction? and//or direction, but still was at the same positions and times (same snapshots), what results would change?

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1. For question e, draw velocity vectors pointing to the right at each state and displacement vectors pointing to the right between positions. 2. For question f, the position values become negative, velocity vectors point to the left, and displacement vectors remain the same but with negative values. 3. For question g, changes in speed can be determined by comparing distances between snapshots, and changes in direction can be determined by the signs of displacements. 4. For question h, the snapshots would not indicate any changes in speed or direction if the walker stayed at the same positions and times.

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