Question: Using an equation v_{average} = frac{Delta x}{Delta t} you got {$SR_velocity_calc} cm/s. Using the slope of the position vs time graph you got: {$SR_slope} cm/s

Using an equation v_{average} = \frac{\Delta x}{\Delta t} you got {$SR_velocity_calc} cm/s. Using the slope of the position vs time graph you got: {$SR_slope} cm/s A student makes the following claim: The slope of a position vs. time graph for an object and that object's average velocity are the same thing. Do you agree or disagree? Explain your reasoning below. Think about your velocity results from Part 1 and Part 2. Discuss the units of the slope vs. the units of the average velocity as well as the similarity in their values to support your reasoning

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