Show the solution to question B.

Show the solution to question B.

Show the solution to question B.

Show the solution to question B.

Show the solution to question B.

Show the solution to question B.

The daughter of the owner of a local hamburger restaurant is preparing to open a new fast-food restaurant called Hasty Burgers. Based on the arrival rates at her father's outlets, she expects customers to arrive at the drive-up window according to a Poison distribution, with a mean of 18 customers per hour. The service rate is flexible; however, the service times are expected to follow an exponential distribution. The drive-in window is a single-server operation. a. What service rate is needed to keep the average number of customers in the service system (waiting line and being served) to three? = customers per hour. (Enter your response as an integer.) b. For the service rate in part (a), what is the probability that more than three customers are in line and being served? P= (Enter your response rounded to four decimal places.) c. For the service rate in part (a), what is the average waiting time in line for each customer? Wq= hours. (Enter your response rounded to three decimal places.)