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Interpreting Position vs. Time Graphs Mr. Rana 9/20/12
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Bell Ringer (on loose leaf paper with name, date, period) Graph the following points: (0,0) (0,1) (1,1) (1,2) (1,3) and (2,3) Now connect them with a line. You must be in your assigned seat to be marked present.
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Displacement Δx = displacement x f = final position x i = initial position
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Position vs. Time Graphs
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Construct a position vs. time graph for the following data:
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At t = 0, you are at position _______. At t = 2, you are at position _______. At t = 3 you are at position _______.
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How can we get a horizontal line? If we don’t move at all, the position vs. time graph will be a horizontal line.
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How can we get a line with positive slope? If we leave the origin and keep moving, we get a positive slope (upward).
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How can we get a line with negative slope? If we go toward the origin and keep moving, we get a negative slope (downward).
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