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Question: A Cement Factory makes 2 grades of cement, A & B. the factory requires a minimum production quantity of 10000, and 12000 tons of grades A and B, respectively. Each ton of grade A is composed of 0.6 tons of ingredient 1, 0.3 tons of ingredient 2, and 0.1 tons of ingredient 3. The composition of grade B is 0.3, 0.2 and 0.5 tons of ingredients 1, 2, and 3 respectively. Each ton of grade A sells for $240 & costs $22 to manufacture. Grade B also costs $ 30 to manufacture but sells for $ 200/ ton. An ingredient 1 is available in unlimited quantity, but 2 & 3 are available only up to 14,000 and 20,000 tons, respectively. The cost/ton of ingredients 1, 2 and 3 is $ 80, $50 and $100 respectively. Formulate and solve a linear programming model to maximize profit.
Axline Computers manufactures personal computers at two plants. one in Texas and the other in Hawaii. The Texas plant has 40 employees.
The costs to transport goods between outlets is listed below. What is the minimum cost and associated routing to ship from A to B and E on the same delivery run?
In July of 2012, Taylor purchased 2,000 shares of XYZ common stock for $75,000. He then sold 1,000 shares of XYZ in July of 2013 for $39 per share.
Jane Reed bakes breads and cakes in her home for parties and other affairs on a contract basis. Jane has only one oven for baking.
Calculate the hot feed required per batch for an asphalt batch plant producing 3 tons (2.7 t) per batch under the following conditions.
What kind of programming model is implied by the given numerical example? Hint: Is it possible to define a dual pair of problems that requires optimization?
a. Formulate a linear programming model and solve. b. How many acres of farmland will not be cultivated at the optimal solution? Do the Collins use the entire 100 acre allotment?
Write the LP model for this problem (mathematically define all decision variables, parameters, constrains, and objective function necessary for formulating the LP model whose solution will tell Airco how it can achieve its objective).
What is the CW, when i = 10% per year, of $1,500 per year, starting in year one and continuing forever; and $10,000 in year five, repeating every four years.
1. let a 1 2 3 n.a how many relations on a are both symmetric and antisymmetric?b if r is a relation on a that is
If you took a home mortgage loan of $150,000 for 30 years at 8.4%, compounded monthly, your monthly payments would be $1142.76.
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