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1. Analyze the given graph of a linear programming model with a single constraint and the objective function:
Use the information given in the graph to answer the following questions:
a. Maximize Z = 30x1 + 50x2.
b. Determine the optimal solution point.
c. Determine the values by which the constraints c1 and c2 must decrease or increase in order to change the current solution point shown in the graph to the other extreme point.
What is the Central Limit Theorem? How is it Used? Why is it Important?What is the Standard Error and How Can You Reduce It?
The problem is belongs to Economics and it is explore about the similarities between Heckscher-Ohlin model and Factor Price Equalization theorem.
What would be the present value of an item that has a salvage value of $25,000 at the end of four years?Assume a discount rate of 3.8% for an end-of-year factor?
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you have been part of the orthopedic center for 5 years. in that time you have seen the center grow and the need for
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in the diagram above discuss the implication to economic efficiency of an economy operating at point x .v. operating on
Discuss the economic effects of monopoly
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The manager of the surgery department at a hospital which serves mostly Medicare patients. The hospital performs 1,000 surgical operations per year using the traditional method. The Medicare payment for a surgical operation using the traditional meth..
What is an "oligopoly" and why do they exist? Mention three or four oligopolies whose products you own or regularly purchase.
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