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A cargo transport plane is to be loaded to maximize the revenue from the load carried. The plane may carry any combination and any amount of cargoes A, B, and C. The relevant values for these cargoes are shown in the table below. CARGO TONS REVENUE VOLUME TYPE AVAILABLE PER TON PER TON (cu. ft.) A 10 $700 2,000 B 12 $725 3,500 C 17 $685 3,000 The plane can carry as many as 32 tons of cargo. The plane is subdivided into compartments, and there are weight and volume limitations for each compartment. It is critical for safety reasons that the weight ratios be strictly observed. The requirements for cargo distribution are shown in the following table. COMPARTMENT MAXIMUM COMPARTMENT VOLUME (cu. ft.) WEIGHT/TOTAL WEIGHT RATIO Right fore 16,000 Must equal 18% of total weight loaded Right center 20,000 Must equal 25% of total weight loaded Right aft 14,000 Must equal 7% of total weight loaded Left fore 10,000 Must equal 18% of total weight loaded Left center 20,000 Must equal 25% of total weight loaded Left aft 12,000 Must equal 7% of total weight loaded Which cargoes should be carried, and how should they be allocated to the various compartments? Please show formulation of model showing the decision variables, objective functions and all the individual constraints.
Suppose Ana has a pair of dice (the traditional six-sided kind). Let X= the difference of the largest minus the smallest number showing on the dice. Find the PMF for X.
advertising for this variable each student must fill in the table with whatever random values each student wants.
Is Crosset's experience different from that claime
The College Board finds that the distribution of students
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The following data represent the monthly service fee in dollars if a customer's account falls below the minimum required $1,500 balance for a sample of 26 banks
Discuss the importance of the independent variable in Linear Regression.
The population mean is within $50.00 of the sample mean?
Calculate chi-square for this table. Show your work. Draw a table just like the one above, leaving room in each cell to record these numbers: observed frequency fo), expected frequency fe), Fo -fe(f0-fe)2 and (f0-fe)2/fe
Management wishes to schedule workers with specific projects that minimizes total cost and gets all projects done, what would that minimized cost be and Part 1b Which project should be assigned to which worker for minimizing the total cost?
A population standard deviation
A business research topic - Strengthen and improve initial proposal and research questions for the identified problem or opportunity
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