Show transcribed image text Customers arrive at a store according to a Poisson process with rate λ starting at 8:00AM. The first employee arrives at a random time uniformly distributed between 8:00AM and 9:00AM. Customers that arrive before the first employee wait outside for the employee. Denote the number of waiting customers by Z and for α 〉 0 find
Customers arrive at a store according to a Poisson process with rate λ starting at 8:00AM. The first employee arrives at a random time uniformly distributed between 8:00AM and 9:00AM. Customers that arrive before the first employee wait outside for the employee. Denote the number of waiting customers by Z and for α 〉 0 find
