Construct a possible graph for the x velocity versus time, v_x(t)

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SUMMARY

The discussion focuses on constructing graphs for x velocity versus time (v_x(t)) and y velocity versus time (v_y(t)) based on a provided motion diagram. It is established that the x-axis represents uniform distance over time, while the y-axis does not, indicating differing motion characteristics. Participants are encouraged to analyze the uniformity in x motion and the variability in y motion to accurately sketch the corresponding velocity graphs.

PREREQUISITES
  • Understanding of kinematics and motion diagrams
  • Familiarity with graphing velocity versus time
  • Knowledge of uniform versus non-uniform motion
  • Basic skills in interpreting coordinate systems
NEXT STEPS
  • Study the principles of kinematic equations for velocity
  • Learn how to construct motion graphs from motion diagrams
  • Explore the differences between uniform and non-uniform acceleration
  • Investigate the implications of velocity graphs on motion analysis
USEFUL FOR

Students in physics, educators teaching kinematics, and anyone interested in understanding motion through graphical representation.

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For the motion diagram given , sketch the shape of the corresponding motion graphs in Parts A to D. Use the indicated coordinate system. One unit of time elapses between consecutive dots in the motion diagram.
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I've already constructed an x vs t and y vs t graph please help me with these because i don't know how to do these.
Construct a possible graph for the x velocity versus time, v_x(t).
Construct a possible graph for the y velocity versus time, v_y(t).
 
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Look carefully - distance on x-axis varies uniformly whereas it does not on y-axis. Does this suggest something to you?
 

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