Question: Suppose a car parts store utilizes a single server waiting line model ( k = 1 ) with arrival times Following an exponential probability distribution,

Suppose a car parts store utilizes a single server waiting line model (k=1) with arrival times Following an exponential probability distribution, assume the arrival rate a equals 1.5 Customers per minute in the service rate u=2 customers per minute. using this information what is the average time a customer spends (in minutes) in the waiting line?

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related General Management Questions!

Q:

HARVARD BUSINESS PUBLISHING HOW TO PLAY SYSTEM UTILIZATION IN SERVICE MANAGEMENT An Operations Management Simulation How to Play SCENARIO 1 Interarrival Time: 10 min SCENARIO 2 SCENARIO 3 QUIZ...

Q:

Suppose a fast food establishment utilizes a single server waiting line model ( k = 1 ) with arrival times following up poison, distribution, and service times following in exponential probability...

Q:

The basic models template provided , Queuing Model Template Many of a bank's customers use its automatic teller machine to transact business after normal banking hours. During the early evening hours...

Q:

Hint(s) Check My Work Spreadsheet Assume trucks arriving for loading/unloading at a truck dock from a single server waiting line. The mean arrival rate is four trucks per hour, and the mean service...

Q:

5. The mean number of arrivals per period in queuing theory is denoted by: A. " B. A C.0 D. T Use the following information to answer Questions 5-7 A single server waiting line system which is...

Q:

Question 7 (25 marks) You are required to spend at least 2 hours to observe a single server waiting line system of a caf or restaurant in the shopping mall you mentioned in Question 6. During your...

Q:

not sure what forunla or equations to input in the excel to make this correct. using this information to also make the excel and questions correct 1 Multiple-Channel Waiting Line Model 4 Poisson...

Q:

Suppose later in the day the customer arrival rate (customers per hour) will be five times as many per hour vs. the original problem. We respond by using five servers instead of just one. Answer the...

Q:

please help 1 Multiple-Channel Waiting Line Model 4 Poisson Arrivals 5 Exponential Service Times 6 7 Number of Channels \begin{tabular}{l|l|} \hline 8 & Arrival Rate \\ \hline 9 & Service Rate For...

Q:

1.) Which of the following best describes the expected value of a discrete random variable? a. It is the geometric average of all possible outcomes. b. It is the weighted average over all possible...

Q:

1.) Which of the following best describes the expected value of a discrete random variable? a. It is the geometric average of all possible outcomes. b. It is the weighted average over all possible...

Q:

We can assume the quiz is posted online and that an answer will be selected for each question. Your program will handle the answers once the quiz has been submitted. The following are required:...

Q:

Briefly describe how "learning is your responsibility" can support your college adjustment and ongoing learning success. Is there a learning behavior you already are doing well? Describe an academic...

Q:

Question 4 ( Capital Gains Reserve ) For a number of years, Lester Wayne has owned a large tract of undeveloped land near Windsor, Ontario. He had acquired this land at a cost of $ 1 , 5 8 5 , 0 0 0...

Q:

Hugo decides to buy his Christmas gifts on Black Friday. To simplify his life, he is giving his 10 closest friends scarves for Christmas and everyone else Christmas cards. Hugo is willing to pay up...