1. The problem statement, all variables and given/known data Consider Bernoulli single-server queuing process with an arrival rate of 2 jobs per minute, a service rate of 4 jobs per minute, frames of 0.2 minutes, and a capacity limited by 2 jobs. Compute the steady-state distribution of the number of jobs in the system. 2. Relevant equations 3. The attempt at a solution For P I got .6 .4 0 .48 .44 .08 0 .48 .44 and my system of equations became .6a + .48b = a .4a+ .44b + .48c =b .08b + .44c = c and then by simplifying I got .48b = .4a .08b = .56c But I'm stuck right there and don't know where to go. Any help would be appreciated. thanks!