A parking lot has the capacity of 10 cars. Each car stays in the parking lot...

 

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A parking lot has the capacity of 10 cars. Each car stays in the parking lot 1 hour on average. The mean time between car arrivals is 30 minutes. If the parking lot is full, a newly arrived car does not enter and leaves the place to find another parking lot around. a. Find the probability that the parking lot is full. b. Find the expected number of cars in the parking lot. A parking lot has the capacity of 10 cars. Each car stays in the parking lot 1 hour on average. The mean time between car arrivals is 30 minutes. If the parking lot is full, a newly arrived car does not enter and leaves the place to find another parking lot around. a. Find the probability that the parking lot is full. b. Find the expected number of cars in the parking lot.

Answer rating: 100% (QA)

To solve this we can model the situation using a Poisson process where arrivals of cars follow a Poi... View the full answer