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Q. Suppose that new car costs of $10000 also that annual operating cost also resale value of the car are shown in table. If I have a new car now, Find out a replacement policy that minimizes the net cost of owning also operating a car for the next six years.
Age of Car Resale Value Operating Cost ($)1 7000 3002 6000 5003 4000 8004 3000 12005 2000 16006 1000 2200
Identify the pros and cons of a JIT relationship from D&D's point of view, Identify the pros and cons of a JIT relationship from Dixon Plastics point of view, What factors should Dixon and D&S consider before making a decision on the relationship?
Describe the eventual outcome. Did the venture succeed. Were the peons or the big wigs right. In either case, briefly describe why the eventual result happened.
A restaurant is faced with the challenge of communicating to its employees a significant change in service also style. Which method is LEAST effective for communicating this change.
Describe how would you respond to the criticism which EOQ models tend to give misleading results because value of D, S also H are, at best, educated guesses.
Explain how many technicians should you keep on stand to have the lowest average cost per day. Try the values 2, 3, 4 and 5, each with a sample size of 1,000.
Given that an activity's normal time and cost are ten days and $400 and its crash time and cost are 5days and $800, illustrate what is activity's slope.
In order to achieve a 10percent multifactor productivity improvement by reducing the material costs, Elucidate how much should these costs be reduced.
Illustrate what is the probability of completing this project among 38 and 40 days. Illustrate what are the slack values for activities C and F? Interpret the meaning of their slack values.
Illustrate what percentage of parts will not meet the weight specifications. Within illustrate what values will 95.44 percent pf sample means of the process fall, if samples of n=16 are taken also the process is in control.
On their farm, the Friendly family grows apples that they harvest each fall and make into three products-apple butter, applesauce, and apple jelly. Propose a linear programming model for this problem. Solve the model by using the computer either ex..
Pretentious a 5-day 40-hour work week. Assume 100% staffing at the outset, 2% overtime maximum, with varied full-time also part-time employees.
Computes critical ratios for subsequent activities also specify which activities are probably on targeting also which need to be investigated. Comment on every activity. Elucidate what is your overall interpretation of this result.
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