Question: Form B Solve by Linear Programming ALL 3 QUESTIONS It is essential that your graph must explain all the important variables. In other words, the

Form B Solve by Linear Programming ALL 3
Form B Solve by Linear Programming ALL 3
Form B Solve by Linear Programming ALL 3 QUESTIONS It is essential that your graph must explain all the important variables. In other words, the scale of the graph should be selected properly, and all the constraints, the feasible arca, all the comer points should be indicated dearly. The line (s) also have to be labeled (colored) clearly. Points will be taken off for sloppiness. SOSURE TOUSE GRAPHPAPER ANE COLORS Answer the question with a complete sentence explaining the meaning of the solution LINEAR PROGRAMMING PROBLEMI 05 points) A manufacturer wants to maximize the profit of two types of boxed chocolates, A box of chocolate covered creams yields $2.00 per unit, and box of chocolate covered cherries yields a profit of 53.00 per unit. Market tests and swalable resources have indicated the following constraints The combined production level should not exceed 1200 boxes per month. The demand for chocofute covered cherries is no more than half the demand for chocolate covered The production level of chocolate covered cream is less than or equal to 600 units plus three times the production level of chocolate covered cherries. Use the graph below to identify: Critical Points, Maximize Table and work, and Solution in context creams . 000.00 10, 150 som LINLAR PROGRAMMING PROBLEM points) A company manufactures two types of dearer. One in an all-purpose chane and the other is an industrial strength deaner (5) canela a misture of the chemicals, as shown below Ap IS A. The profit per kiloliter from the AP cleaner is $120 and the profit per kiloliter from the IP cleaner is $150. The inventory of shows 480 liters of surfactants, 180 liters of enzymes, and 720 liters of solvents available. Assuming the company can sell all the deaner it produces, find the number of kiloliters of each cleanser the company should produce to maximize profit . What is the maximum profit? the company NEXT PAGE over, please... LINEAR PROGRAMMING PROBLEM 3 (60 points) At a farm, it takes one day to trim an acre of apples and two days to trim an acre of beets, and there are 240 days per year available for trimming, it takes 3 days to pick apples and 1 day to pick beets, and there are 500 days per year available for picking. If there are are 150 acres of land available to raise apples and beets, find the number of acres of each crop that should be planted to maximize profit, assuming that the profit is stso per acre for apples and $150 per acre for beets. Form B Solve by Linear Programming ALL 3 QUESTIONS It is essential that your graph must explain all the important variables. In other words, the scale of the graph should be selected properly, and all the constraints, the feasible arca, all the comer points should be indicated dearly. The line (s) also have to be labeled (colored) clearly. Points will be taken off for sloppiness. SOSURE TOUSE GRAPHPAPER ANE COLORS Answer the question with a complete sentence explaining the meaning of the solution LINEAR PROGRAMMING PROBLEMI 05 points) A manufacturer wants to maximize the profit of two types of boxed chocolates, A box of chocolate covered creams yields $2.00 per unit, and box of chocolate covered cherries yields a profit of 53.00 per unit. Market tests and swalable resources have indicated the following constraints The combined production level should not exceed 1200 boxes per month. The demand for chocofute covered cherries is no more than half the demand for chocolate covered The production level of chocolate covered cream is less than or equal to 600 units plus three times the production level of chocolate covered cherries. Use the graph below to identify: Critical Points, Maximize Table and work, and Solution in context creams . 000.00 10, 150 som LINLAR PROGRAMMING PROBLEM points) A company manufactures two types of dearer. One in an all-purpose chane and the other is an industrial strength deaner (5) canela a misture of the chemicals, as shown below Ap IS A. The profit per kiloliter from the AP cleaner is $120 and the profit per kiloliter from the IP cleaner is $150. The inventory of shows 480 liters of surfactants, 180 liters of enzymes, and 720 liters of solvents available. Assuming the company can sell all the deaner it produces, find the number of kiloliters of each cleanser the company should produce to maximize profit . What is the maximum profit? the company NEXT PAGE over, please... LINEAR PROGRAMMING PROBLEM 3 (60 points) At a farm, it takes one day to trim an acre of apples and two days to trim an acre of beets, and there are 240 days per year available for trimming, it takes 3 days to pick apples and 1 day to pick beets, and there are 500 days per year available for picking. If there are are 150 acres of land available to raise apples and beets, find the number of acres of each crop that should be planted to maximize profit, assuming that the profit is stso per acre for apples and $150 per acre for beets

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