2-4 The Fast Food Fantasy (Triple-F) hamburger chain is attempting to respond to customer dernind for more healthy food by introducing a new birdburger made from a combination of beet and chicken. The new burger should weight at least 125 grams and have at most 350 calories, 15 grams of fat, and 360 milligrams of sodium Ench gram of beef used has 2.5 calories. 0.2 gram of tat, and 3,5 milligrams of sodium. Corresponding values for chicken are 1.8 calories, 01 gram, and 2.5 milligrams. Triple-F wants to find the mix that will meet all requirements and maximize beef content (a) Formulate a mathematical programming model to decide an optimal birdburger blend using decision variables grams of beer per burger and grams of chicken per burger (b) Enter and solve your model with the class optimization software. (c) d) Using a two-dimensional plot solve your model graphically for an optimal ingredient mix, and explain why it a unique On a separate 2.dimensional blot show graphically at the moon becomes intoas best weight requirement is raised from 125 grams to 200 gram On a separate 2-dimensional plot show graphically that the model is unbounded it the minimum weight and non negativity constraints are omitted practical limits of this try all combinations" analysis strategy in the light of your results from part (b). 2-4 The Fast Food Fantasy (Triple-F) hamburger chain is attempting to respond to customer demand for more healthy food by introducing a new birdburger made from a combination of beef and chicken. The new burger should weight at least 125 grams and have at most 350 calories, 15 grams of fat, and 360 milligrams of sodium. Each gram of beef used has 2.5 calories, 0.2 gram of fat, and 3.5 milligrams of sodium Corresponding values for chicken are 18 calories, 0,1 gram and 2.5 miligrams. Triple-F wants to find the mix that will meet all requirements and maximize beet content Formulate a mathematical programming model to decide an optimal birdburger blond using decision variables grams of beef per burger and grams of chickon per burger faj Enter and solve your modet with the class optimization software using a two dimensional plot solve your model graphically for an optimal ingredient mix and explain why it is unique On a separato 2-dimensional plot show graphically that the model becomes to be weight requirement is 125 ms 200 gram Ona dimension to show graphically at the moonbounded the minimum weight and angivity constants .omted 2-4 The Fast Food Fantasy (Triple-F) hamburger chain is attempting to respond to customer dernind for more healthy food by introducing a new birdburger made from a combination of beet and chicken. The new burger should weight at least 125 grams and have at most 350 calories, 15 grams of fat, and 360 milligrams of sodium Ench gram of beef used has 2.5 calories. 0.2 gram of tat, and 3,5 milligrams of sodium. Corresponding values for chicken are 1.8 calories, 01 gram, and 2.5 milligrams. Triple-F wants to find the mix that will meet all requirements and maximize beef content (a) Formulate a mathematical programming model to decide an optimal birdburger blend using decision variables grams of beer per burger and grams of chicken per burger (b) Enter and solve your model with the class optimization software. (c) d) Using a two-dimensional plot solve your model graphically for an optimal ingredient mix, and explain why it a unique On a separate 2.dimensional blot show graphically at the moon becomes intoas best weight requirement is raised from 125 grams to 200 gram On a separate 2-dimensional plot show graphically that the model is unbounded it the minimum weight and non negativity constraints are omitted practical limits of this try all combinations" analysis strategy in the light of your results from part (b). 2-4 The Fast Food Fantasy (Triple-F) hamburger chain is attempting to respond to customer demand for more healthy food by introducing a new birdburger made from a combination of beef and chicken. The new burger should weight at least 125 grams and have at most 350 calories, 15 grams of fat, and 360 milligrams of sodium. Each gram of beef used has 2.5 calories, 0.2 gram of fat, and 3.5 milligrams of sodium Corresponding values for chicken are 18 calories, 0,1 gram and 2.5 miligrams. Triple-F wants to find the mix that will meet all requirements and maximize beet content Formulate a mathematical programming model to decide an optimal birdburger blond using decision variables grams of beef per burger and grams of chickon per burger faj Enter and solve your modet with the class optimization software using a two dimensional plot solve your model graphically for an optimal ingredient mix and explain why it is unique On a separato 2-dimensional plot show graphically that the model becomes to be weight requirement is 125 ms 200 gram Ona dimension to show graphically at the moonbounded the minimum weight and angivity constants .omted