Assignment #3: Case Analysis: Julias fill in Booth Quantitative Methods MAT 540 Professor: Dr. Charles Owuor Richard Wells dread(a) 12, 2011 The Linear Programming model (below) was initiated with the idea of Julia opening up a provender booth, which will be located extraneous of the college stadium during the football season. Julia goal is to earn at least $1,000 per game(not including expenses). This projection will determine if Julia should move forward with her telephone line plan or decide not to. * Decision Variables: The terzetto variables represent the number of specific food items that Julia will come forth out to sell at the football games outside of tech stadium. X1 = pizza pie Slices X2 = Hot Dogs X3 = Barbeque Sandwiches * Objective Function: Julias intent function is to maximize total wampum. Profit is metric for distributively variable (food items) by subtracting cost from the selling price.
maximize Z = $.75x1 + $1.05x2 + $1.35x3 * $.75x1 = profit from slices of pizza * $1.05x2 = profit from hot dogs * $1.35x3 = profit from barbeque sandwiches Julias terms Of Goods Sold| | X1| X2| X 3| Selling wrong| $1.50| 1.50| 2.25| Le! ss: Cost| .$75| $.45| $.90| Profit| $.75| $1.05| $1.35| * Constraints: There atomic number 18 four (4) chastenesss for Julias Food Booth that are throttle with regard to her resources. 1) The premier limitation is the $1500 that Julia has set for her budget. * X1+X2+X3<=$1500 2) The second constraint is the storage quadriceps femoris for her supplies. Julia has measured all items to cause sure her oven will fit out all food items. It has been determined that the pizza that consist of 8...If you wish to get a full essay, order it on our website:
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