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Slope as Rate of Change: A graph plotting distance (in meters) against time (in seconds), with two points (2,114) and (3,30) used to calculate the slope, representing the rate of change in distance over time.

Graph showing distance versus time with two points labeled (2,114) and (3,30), illustrating the concept of slope as rate of change in Algebra I.

Graph showing distance versus time with two points labeled (2,114) and (3,30), illustrating the concept of slope as rate of change in Algebra I.

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