Question: How do I solve question #3 using QM for Windows? than 80% of each customer's Pelations with all its customers, Computers would likedissatisfaction a location,
How do I solve question #3 using QM for Windows?

than 80% of each customer's Pelations with all its customers, Computers would likedissatisfaction a location, usin2 th would like to minimize the Wbuld like to keep total transporalt e transportation achieved with the optimal using timore than 1 10% of the S22A70 total cost danta-to-State delivernes- with the trucking firm it uses for the A number of a. Formulate a goal programming units shipped over this route. computers to ship on each route to achieve the Solve this model by using the computer. b. ng model for this problem to determine the number of micno- 3. The Bay City Parks and Recreation Depronuil representaves havimmingesn expand its ent types of the demand b on Department has received a federal grant of $600.000 to public recreation facilities. City council representatives have facilities-gymnasiums, athletic fields, tennis courts, and swimming pools. In fact. 8 tennis demanded four differ- courts, 8 courts, and 12 swimming of acres, and is expected to be used a certain amount, as follows: ties in the city has been for 7 gyms, 10 athletic fields pools. Each facility costs a certain amount, requires a certain number Expected Usage (people/week) 1.500 3,000 Facility Gymnasium Athletic field Tennis court Swimming pool Cost $80,000 24.000 15.000 40.000 Required Acres 4 8 3 5 500 1,000 The Parks and Recreation Department has located 50 acres of land for cons more land could be located, if necessary). listed in order of their priority: (1) The d s of land for construction (although The department has established the following goals. returned epartment wants to spend the total grant because any amount not spent must to the government already (2) The d (3) T the department wants to avoid having to secure more than the 50 acres of land located. epartment wants the facilities to be used by a total of at least 20,000 people e
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