Consider a single-line, single-server waiting line system. Suppose that customers arrive according to a Poisson distribution at an average rate of 50 per hour, and the average (exponentially distributed) service time is 45 seconds per customer. What is the probability that $\le$ 2 customers are in the system?

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The Answer of Consider a single-line, single-server waiting line system. Suppose that customers arrive according to a Poisson distribution at an average rate of 50 per hour, and the average (exponentially distributed) service time is 45 seconds per customer. What is the probability that $\le$ 2 customers are in the system?

Consider a Single-Line, Single-Server Waiting Line System ≤\le≤ 2 Customers Are in the System

Consider a Single-Line, Single-Server Waiting Line System $\le$ 2 Customers Are in the System