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question suppose that you formulate and solve an integer programming model with a cost-minimization objective assume
question use risk to draw a triangular distribution with parameters 300 500 and 900 then answer the following
question we all hate to keep track of small change by using random numbers it is possible to eliminate the need for
question a fertilizer company blends silicon and nitrogen to produce two types of fertilizers fertilizer 1 must be at
question a food company produces two types of turkey cutlets for sale to fast-food restaurants each type of cutlet
question in the last sheet of the finished version of the fixed cost manufacturing file we illustrated one way to model
question add a new stock stock 4 to the portfolio optimization model assume that the estimated mean and standard
question the stocks in the portfolio optimization model are all positively correlated what happens when they are
question a bus company believes that it will need the following numbers of bus drivers during each of the next five
question suppose the investments in the barney-jones problem sometimes require cash outlays in more than one year for
question our pension fund model is streamlined perhaps too much it does all of the calculations concerning cash flows
question in the pension fund problem suppose james has been asked to see how the optimal solution will change if the
question in the pension fund problem suppose there is an upper limit of 60 on the number of bonds of any particular
question in the pension fund problem suppose there is a fourth bond bond 4 its unit cost in 2010 is 1020 it returns
question in the optimal solution to the great threads model the labor hour and cloth constraints are both binding-the
question suppose sure step could begin a machinery upgrade and training program to increase its worker productivity
question in the current no-backlogging problem sure step doesnt hire any workers and it uses almost no overtime this is
question here is a problem to challenge your intuition in the original grand prix example reduce the capacity of plant
question in the red brand two-product problem we assumed that the unit shipping costs are the same for both products
question in the original grand prix example the total capacity of the three plants is 1550 well above the total
question in the post office example suppose that the post office can force employees to work one day of overtime each
question in the post office example suppose the employees want more flexibility in their schedules they want to be
question in the post office example suppose that each full-time employee works eight hours per day thus mondays
question modify the post office model so that employees are paid 10 per hour on weekdays and 15 per hour on weekends
question the optimal solution to the original grand prix problem indicates that with a unit shipping cost of 132 the