MGMT 36043 Assignment 10: Queuing Analysis


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MGMT 36043 Assignment 10: Queuing Analysis

Problem 1 – Queuing Theory – see Week 11

Keuka Park Savings and Loan currently has one drive-in teller window. Cars arrive at a mean rate of 10 per hour. The mean service rate is 12 cars per hour. I have done the calculations for you.

To improve its customer service, Keuka Park Savings and Loan (Problem 4) wants to investigate the effect of a second drive-in teller window. Assume a mean arrival rate of 10 cars per hour. In addition, assume a mean service rate of 12 cars per hour for each window. What effect would adding a new teller window have on the system? Does this system appear acceptable?

Single server queuing Model

Lambda

10

Mu

Probability system is empty

Average number in queue

Average number is system

Average time in queue

Average waiting time in system

Probability arrival has to wait

Multiple Server Queuing Model

Lambda

10

Mu

12

Number of servers

2

Probability system is empty

Average number in queue

Average number in system

Average time in queue

Average waiting time in system

Probability arrival must wait

Assume that it costs $35,000 per year to add a server and a onetime charge of $100,000 to add the second station.

Also assume that we place a VLC of $ an hour for a customer to wait.

Finally assume the S&L operates 2,080 hours a year.

When does this pay off – if it does. What things would you tout in advertising about the change if you make it?

Problem #2 – Chapter 5

A manager of Paris Manufacturing that produces computer hard drives is planning to lease a new automated inspection system. The manager believes the new system will be more accurate than the current manual inspection process. The firm has had problems with hard drive defects in the past and the automated system should help catch these defects before they are shipped to the final assembly manufacturer. The relevant information is provided below.

            Current Manual Inspection System

                                            Annual fixed cost = $35,000





                                            Inspection variable cost per unit = $15 per unit





            New Automated Inspection System







                                            Annual fixed cost = $165,000





                                            Inspection variable cost per unit = $ per unit

a. Suppose annual demand is 11,000 units. Should the firm lease the new inspection system? Show your work!

b. Assume the cost factors given above have not changed. A marketing representative of NEW-SPEC, a firm that specializes in providing manual inspection processes for other firms, approached the Paris Manufacturing and offered to inspect parts for $17 each with no fixed cost. They assured Paris Manufacturing the accuracy and quality of their manual inspections would equal the automated inspection system. Demand for the upcoming year is forecast to be 11,000 units. Should the manufacturer accept the offer? Show your work!

Problem #3 – Chapter 15

A bank has set a standard that mortgage applications be processed within a certain number of days of filing. If, out of a sample of 2,500 applications, 85 fail to meet this requirement, what is the epmo metric and what sigma level does it correspond to?

What is epmo?

What is the number in this problem?

What is the resulting sigma level?

Does this hit or miss the mark for six sigma operations? By how far?

Would you consider this important?

Why?

Step by step solution. 100% correct

MGMT 36043
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MGMT 36043 Assignment 10: Queuing Analysis

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Excerpt from file: Problem1QueuingTheoryseeWeek11 KeukaParkSavingsandLoancurrentlyhasonedriveintellerwindow.Carsarriveata meanrateof10perhour.Themeanservicerateis12carsperhour.Ihavedonethe calculationsforyou. Toimproveitscustomerservice,KeukaParkSavingsandLoan(Problem4)wantstoinvestigate...

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