Grade Mentors

Topic 8 DQ 1 Describe a current problem facing your department, organization, or industry that would indicate the need fora simulation model. How best would this problem be solved by simulation versus the other modeling techniques covered in the course? Support your response with rationale from the readings. Topic 8 DQ 2 Consider some of the examples you have brought up in earlier discussion forums about applying models to real-world problems. Choose one of the models covered earlier in the ...

Bus 660 Topic 8 DQ 1 & DQ 2 DQ 1: Describe a current problem facing your department, organization, or industry that would indicate the need for a simulation model. How best would this problem be solved by simulation versus the other modeling techniques covered in the course? Support your response with rationale from the readings. DQ 2: Consider some of the examples you have brought up in earlier discussion forums about applying models to real-world problems. Choose one of the models covered ea...

Bus 660 Topic 8 DQ 2 DQ 2: Consider some of the examples you have brought up in earlier discussion forums about applying models to real-world problems. Choose one of the models covered earlier in the course and describe the key differences in solving a problem with that model versus with a simulation model. In your opinion, which is more effective? How does the problem at hand determine which type of model to use?

1. Question:Acompanymakestwoproductsfromsteel; onerequires 2tonsofsteelandtheotherrequires3tons.Thereare100tonsofsteelavailabledaily.Aconstraintondaily production could bewrittenas:2x1+3x2≤100. 2. Question:Letx1,x2,andx3be0-1variableswhosevaluesindicatewhethertheprojectsarenotdone(0)oraredone(1).Whichanswerbelowindicatesthatatleasttwooftheprojectsmust bedone? 3. Question:The constraintx1 +x2+x3 +x4 ≤2 meansthattwooutofthefirstfourprojectsmust be selected. 4. Question:Eachpointontheefficie...

Problem 16-03:Grear Tire Company has produced a new tire with an estimated mean lifetime mileage of 36,500 miles. Management also believes that the standard deviation is 5000 miles and that tire mileage is normally distributed. To promote the new tire, Grear has offered to refund some money if the tire fails to reach 30,000 miles before the tire needs to be replaced. Specifically, for tires with a lifetime below 30,000 miles, Grear will refund a customer Si per 100 miles short of 30,000. a. Fo...

This is a case study that is based on a company called Office Equipment, INC. I will describe a little background of this case study as I will answer several questions and provide a background of the company. The Office Equipment INC currently leases automatic mailing machines to their customers. With these machines the company provides a service contract that indicates that a service tech will arrive at the customer’s site within three hours for the time thatOEI receives the help desk ticket....

Introduction OEI leases automatic mailing machines to business customers in Fort Wayne, Indiana, and provides timely maintenance and repair service. OEI aims to expand its business to 20 and then 30 customers in the next 1 and 2 years, respectively. OEI is interested in meeting the average 3-hour waiting time guarantee at the lowest possible total cost. To make a final decision on the number of technicians to be used when OEI reaches 20 and then 30 customers, a waiting line model is used to ana...

BUS 660 Topic 7 DQ 1 DQ 1: Describe a waiting line situation that you regularly face in your daily life. Explain how you would improve the structure of that system by applying waiting line analysis.

Topic 7 DQ 1 Describe a waiting line situation that you regularly face in your daily life. Explain how you would improve the structure of that system by applying waiting line analysis. Topic 7 DQ 2 What are the economic costs of waiting lines? How might these costs be measured? What decision criteria can be used to justify expanding services to reduce waiting times?

BUS 660 Topic 7 DQ 1 and DQ 2 DQ 1: Describe a waiting line situation that you regularly face in your daily life. Explain how you would improve the structure of that system by applying waiting line analysis. DQ 2: What are the economic costs of waiting lines? How might these costs be measured? What decision criteria can be used to justify expanding services to reduce waiting times?

BUS 660 Topic 7 DQ 2 DQ 2: What are the economic costs of waiting lines? How might these costs be measured? What decision criteria can be used to justify expanding services to reduce waiting times?

BUS 660 Topic 7 Waiting Line Models - Homework Grand Canyon

Bus 660 Topic 6 DQ 1 DQ 1: Create a simple 0, 1 integer model for a situation or problem you face in your life. Is there an optimal solution for your problem? What type of model would you use to create an optimal solution? Explain.

Bus 660 Topic 6 DQ 1 DQ 1: Create a simple 0, 1 integer model for a situation or problem you face in your life. Is there an optimal solution for your problem? What type of model would you use to create an optimal solution? Explain.

Prompt: Create a simple 0, 1 integer model for a situation or problem you face in your life. Is there anoptimalsolutionforyourproblem?Whattypeofmodelwouldyouusetocreateanoptimalsolution?Explain. DQ#2 Prompt:Thinkaboutyourownretirementinvestmentportfolioorfindanexampleofoneonline.Discusshowyoumightuseamodeltocreatetheoptimumportfolioallocationforyourrisklevel.

Bus 660 Topic 6 DQ 1 and DQ 2 DQ 1: Create a simple 0, 1 integer model for a situation or problem you face in your life. Is there an optimal solution for your problem? What type of model would you use to create an optimal solution? Explain. DQ 2: Think about your own retirement investment portfolio or find an example of one online. Discuss how you might use a model to create the optimum portfolio allocation for your risk level.

Bus 660Topic 6 DQ 2 DQ 2: Think about your own retirement investment portfolio or find an example of one online. Discuss how you might use a model to create the optimum portfolio allocation for your risk level.

BUS 660 Topic 6 Integer Linear Programming and Advanced Optimization Applications - Homework (v1)

Problem 11-13: The Martin-Beck Company operates a plant in St. Louis with an annual capacity of 30,000 units. Product is shipped to regional distribution centers located in Boston, Atlanta, and Houston. Because of an anticipated increase in demand, Martin-Beck plans to increase capacity by constructing a new plant in one or more of the following cities: Detroit, Toledo, Denver, or Kansas City. The estimated annual fixed cost and the annual capacity for the four proposed plants are as follows: T...

Bus 660Topic 5 DQ 1: DQ 1: Models that pertain to the distribution of a resource within supply chains are often referred to as networks. Distribution among these networks is key to the success of a business while also keeping cost production at a minimum. Discuss at least three ways that linear optimization models can be applied to both physical as well as abstract network problems to increase efficiency in supply chain management.