A toll road with three toll booths has an average arrival rate of 850 veh/h and drivers take an average of 12 seconds to pay their tolls. If the arrival and departure times are determined to be exponentially distributed, how would the probability of waiting in a queue change if a fourth toll booth were opened? 0.847 0.534 0.088 0.313
A toll road with three toll booths has an average arrival rate of 850 veh/h and drivers take an average of 12 seconds to pay their tolls. If the arrival and departure times are determined to be exponentially distributed, how would the probability of waiting in a queue change if a fourth toll booth were opened? 0.847 0.534 0.088 0.313
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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