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Car A has a positive velocity v(t) as it travels along a straight road, where v is a differentiable function of t. The velocity of the car is recorded for several selected values of t over the interval 0<=t<=60 seconds, as shown in the table below t (seconds): 0 10 20 30 40 50 60 v(t) (rate) : 5 14 7 11 12 40 44
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Use the data from the table to approximate the distance traveled by Car A over the time interval 0<=t<=60 seconds by using a midpoint Riemann sum with 3 subdivisions of equal length.
I got 1300 feet as the distance. Can anyone back me up?
20[14 + 11 + 40] = 1300
looks good
Thank you!
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np :)
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