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Is the area under a velocity vs time graph both displacement and distance?
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|dw:1348528987541:dw| As long as it stays above the x-axis the area represents both distance and displacement. As the graph goes negative, displacement is reduced while distance traveled continues to increase. Assuming rectilinear motion.
So, could you give an example of a graph where displacement is reduced and distance in increased?
Take this graph for example.|dw:1348529220379:dw|The displacement is 3-1=2m & distance traveled=3+1=4m.
So, to find displacement, you add the areas be it plus or minus, but for distance you add the absolute values of negative areas?
yep.
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