Julia's Food Booth

Julias Food Booth Case Problem A. X1 = pizza slices, X2 = white dogs, and X3 = barbeque sandwiches. Maximize Z = ($0.75 X1) + ($1.05 X2) + ($1.35 X3) Subject to: ($0.75 X1) + ($0.45 X2) + ($.90 X3) less(prenominal) than or equal to $1,500 (24 X1) + (16 X2) + (25 X3) less than or equal to 55,296 inches square up oven space X1 great than or equal to X2 + X3 (X2/X3) greater than or equal to 2.0 X1, X2, X3 greater than or equal to 0 response: X1 = 1250 pizza slices X2 = 1250 hot dogs X3 = 0 barbeque sandwiches Z = $2,250 establish upon this information, Julia allow generate revenues of $2,250 for her for the first time bet. Her leasing of the booth will cost her $1,000/game, so she is left with $1,250. Additionally, the cost of leasing the warming oven is 600 for 6 games, and that equates to $100/game. This gives her profit of $1,150 for her first game. iodin aspect of this exemplar that is more than complex relates to the $1,500 usaged to buy the aliment items. Since the prey function reflects net profit, the $1,500 is recouped and can be used for the beside post game to purchase food ingredients. This allows Julia not to have to use of her $1,150 profit to buy ingredients for the next game. B.

Yes, she would be able to addition her profit if she were to borrow somewhat money from a promoter before the first game to purchase more ingredients. The duple value is $1.50 for each extra dollar. The upper limit of the esthesia range for budget is $1,658.88, so she should only borrow nigh $158. Her redundant profit would be $238.32 or a radical profit of $2,488.32. C.Yes, Julia should d! efinitely hire her friend to assist with interchange at each game. It would be virtually impossible for Julia to fixate all of the food items generated in the solution in the hold in time period she had since she cannot build while she si selling. The additional profit Julia would generate if she borrowed more money from the friend, as placed in section B of this case problem, would help her...If you hope to get a liberal essay, order it on our website: OrderCustomPaper.com

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