Problem B

The Chateau de Force Restaurant in the posh section of Birmingham, Alabama has 5 waiters and waitresses. The average service time in the restaurant is 90 minutes. Reservations are not taken and parties arrive at the restaurant on the average of every 18 minutes. The uniqueness of the restaurant is that all waiters and waitresses are not to be given a tip regardless o f the excellence o f service. Parking is also at a premium and customers may have as much as a 5 minute walk to the restaurant.

B-1. What model?

B-2 . What is the average time a customer must wait (in minutes)?

B-3. What is the average number ofcustomers waiting for service?

B-4. What is the average amount of a time a customer can expect to both wait and be served? Answer in minutes

B-5. What is the probability that no customers will be in the restaurant?

Problem B The Chateau de Force Restaurant in the posh section of Birmingham, Alabama has 5 waiters and waitresses. The average service time in the restaurant is 90 minutes. Reservations are not taken and parties arrive at the restaurant on the average of every 18 minutes. The uniqueness of the restaurant is that all waiters and waitresses are not to be given a tip regardless of the excellence of service. Parking is also at a premium and customers may have as much as a 5 minute walk to the restaurant B-1. What model? B-2. What is the average time a customer must wait (in minutes)? B-3. What is the average number of customers waiting for service? B-4. What is the average amount of a time a customer can expect to both wait and be served? Answer in minutes B-5. What is the probability that no customers will be in the restaurant? Problem B The Chateau de Force Restaurant in the posh section of Birmingham, Alabama has 5 waiters and waitresses. The average service time in the restaurant is 90 minutes. Reservations are not taken and parties arrive at the restaurant on the average of every 18 minutes. The uniqueness of the restaurant is that all waiters and waitresses are not to be given a tip regardless of the excellence of service. Parking is also at a premium and customers may have as much as a 5 minute walk to the restaurant B-1. What model? B-2. What is the average time a customer must wait (in minutes)? B-3. What is the average number of customers waiting for service? B-4. What is the average amount of a time a customer can expect to both wait and be served? Answer in minutes B-5. What is the probability that no customers will be in the restaurant