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Answer :
a) The arrival rate at the cocktail bar is 18 customers per hour, and the service rate is 30 customers per hour. b) The average utilization of the cocktail bar employee can be calculated using the formula: Arrival rate / Service rate = 18 / 30 = 0.6, which means the employee is 60% utilized. c) The average number of customers waiting in line can be calculated using the formula: (Arrival rate)2 / (Service rate * (Service rate - Arrival rate)) = (18)2 / (30 * (30 - 18)) = 5.4 customers.
a) The arrival rate at the cocktail bar is given as 18 customers per hour. This means that, on average, 18 customers arrive at the bar every hour. The service rate can be calculated using the average service time. Since it takes 2 minutes to serve each customer and there are 60 minutes in an hour, the service rate is 60 minutes / 2 minutes = 30 customers per hour.
b) The average utilization of the cocktail bar employee can be calculated by dividing the arrival rate by the service rate. In this case, the arrival rate is 18 customers per hour and the service rate is 30 customers per hour.
Utilization = Arrival rate / Service rate = 18 / 30 = 0.6
So, the average utilization of the cocktail bar employee is 0.6, which can also be expressed as 60%.
c) The average number of customers waiting in line can be calculated using the queuing theory formula:
Average number of customers waiting = (Arrival rate)2 / (Service rate * (Service rate - Arrival rate))
Plugging in the values, we have:
(18)2 / (30 * (30 - 18)) = 324 / (30 * 12) = 5.4 customers
Therefore, on average, there are 5.4 customers waiting in line at the cocktail bar. These measures of performance provide insights into the utilization of the employee and the average number of customers waiting, helping in understanding the efficiency and customer experience at the cocktail bar.
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