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The Lower Colorado River Authority (LCRA) has been studying congestion at the boat-launching ramp near Mansfield Dam. On weekends, the arrival rate averages 5 boaters per hour, Poisson distributed. The average time to launch or retrieve a boat is 10 minutes, with negative exponential distribution. Assume that only one boat can be launched or retrieved at a time.
At what average arrival rate per hour should the LCRA begin to consider adding another ramp?
If there were room to park only 2 boats, what is the probability that an arrival would find insufficient parking space?
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