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A civil engineer models traffic flow on a highway using the equation $v(x) = 80 - 0.5x^2$, where $v$ is speed in km/h and $x$ is distance in km from a bottleneck. What is the average speed from $x = 0$ to $x = 4$ km?
Average speed = $ rac{1}{4 - 0} \int_0^4 (80 - 0.5x^2) dx$.

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