• Q : Minimize total staff required for one day operation....
    Operation Research :

    Owner Michelle Limoges' scheduling problem is to determine how many servers should report for work at the start of each time period in order to minimize the total staff required for one day's operat

  • Q : Surpluses and the value of the objective function....
    Operation Research :

    Specify the complete solution in terms of the decision variables, slacks/surpluses and the value of the objective function.

  • Q : Calculate the economic production quantity....
    Operation Research :

    1) Using the information provided, show that the setup cost is $408.1/setup. 2) Calculate the economic production quantity.

  • Q : Compute the economic advantage....
    Operation Research :

    An auditor just revealed that as long as the cars are out of work, a loss of $500 per hour in revenue is incurred by the Railroad Company. Compute the economic advantage of the alternative recommend

  • Q : Probabilities of the chance outcomes....
    Operation Research :

    If nothing is known about probabilities of the chance outcomes, what is the recommended decision using the optimistic, conservation, and minimax regret approaches?

  • Q : Achieving specific operating profit goals....
    Operation Research :

    She is uneasy about the company’s definition and computation of “Operating profits” for 2005, particularly since management bonuses at Maxcor are based on achieving specific operat

  • Q : Construct a complete payoff table....
    Operation Research :

    1. Construct a complete payoff table for Amy's decision. 2. If Amy is uncertain as to which of the three mileage assumptions is most appropriate, determine the recommended decision using the optimi

  • Q : Formulating a linear programming model....
    Operation Research :

    Each product requires 10 hours of processing time on line 1, while on line 2 product 1 requires 7 hours and product 2 requires 3 hours. The profit for product 1 is $6 per unit, and the profit for pr

  • Q : Coefficients and the constraint quantity values....
    Operation Research :

    Identify the sensitivity ranges for the objective function coefficients and the constraint quantity values.

  • Q : Effect on the optimal solution....
    Operation Research :

    What would be the effect on the optimal solution if the manager could obtain 2 more pounds of flour?

  • Q : Antibiotic requirements at the minimum cost....
    Operation Research :

    The company wants to formulate a linear programming model to determine the number of grams of each ingredient that must go into the drug in order to meet the antibiotic requirements at the minimum c

  • Q : Programming model for eagle tavern in pittsburg....
    Operation Research :

    Betty Malloy, owner of the Eagle Tavern in Pittsburg, is preparing for Super Bowl Sunday, and she must determine how much beer to stock. Betty stocks three brands of beer- Yodel, Shotz, and Rainwate

  • Q : Mix in order to minimize costs....
    Operation Research :

    A pound of oats costs $0.50, a pound of corn  is $1.20; a pound of soybean is $0.60, and a pound of vitamin supplement is $2.00.  The feed company wants to know the number of pounds of eac

  • Q : Case study-walsh juice company....
    Other Management :

    Walsh’s Juice Company produces three products from unprocessed grape juice-bottled juice, frozen juice concentrate and jelly. It purchases grape juice from three vineyards near the great lakes

  • Q : Potential research-interest to playtime greeting cards....
    Operation Research :

    Identify a potential research question that would be of interest to playtime greeting cards. Present your research question, and identify why you think it would be of interest and benefit to them.

  • Q : Annual fixed costs and projected harvest....
    Operation Research :

    Recently, the company has experienced a growth in its product demand, so it wants to buy one or more new farms to produce more potato products. The company is considering six new farms with the foll

  • Q : Minimizing total cost....
    Operation Research :

    The Flying Chief supplies in-flight dinners to airlines. On a particular run, the passengers are given their choice of beef, chicken, or fish entrees. The owner must decide how many meals of each ty

  • Q : Conditions causing linear programming problems....
    Operation Research :

    What are the conditions causing linear programming problems to have multiple solutions?

  • Q : Determine the optimal production quantities....
    Operation Research :

    Develop a linear programming model for the problem and solve it to determine the optimal production quantities of products 1 and 2.

  • Q : Minimize total production and storage costs....
    Operation Research :

    For each product, determine the number of units that should be manufactured each month on regular time and on overtime to minimize total production and storage costs.

  • Q : Policy of a stochastic single period model....
    Other Management :

    The management of Alaska Airlines has decided to base its overbooking policy of a stochastic single period model to maximize expected profit.

  • Q : Estimated regression equation-handling and dependability....
    Operation Research :

    a. Develop an estimated regression equation using handling, dependability, and fit and finish to predict overall quality.

  • Q : Six social science paradigms-research style....
    Operation Research :

    Which of the six social science paradigms (list of paradigms noted below) is the preferred research style and does this style "bleed" into more than one? Why or why not.

  • Q : What is exploratory research and how is it used....
    Other Management :

    What is exploratory research and how is it used? What exploratory research would you recommend to the client?

  • Q : Solving integer programming problem-rounding off-enumeration....
    Operation Research :

    Question: List the advantages and disadvantages of solving integer programming problems by (a) rounding off, (b) enumeration, and (c) the branch and bound method.

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