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How does the theory of efficient production apply to managers of government bureaus or departments that are not run for profit? How about nonprofit clubs that collect just enough dues from their members to cover the cost of operation?
The Green Show Corporation is planning going to a piece rate system, where manufacturing workers are paid based on their level of output.
Assume that Saudi Arabia lets other members of OPEC sell all the oil they wish at the existing price which udis set and other members accept.
The following production function are given and solve this problem using an spreadsheet approach and then do the problem using the optimization procedure
The Last Outpost is a tourist stop in a western resort community. Kerry Yost, owner of shop, sells hand woven blankets for an average price of 30 dollar per blanket.
Over the last thirty years the company of Petroleum Exporting Countries has had varied success in forming and maintaining its cartel agreements.
Assume the economy is currently at potential output and the inflation rate is 8%. Assume the federal funds rate is currently 3%
The hourly wage rate is $6, hourly rentail rate for capital is $8. The production function I found to be q=10K^.5L^.5 The captital if fixed at 225 hours in the short-run.
Edwards Construction currently has debt outstanding with a market value of $80,000 and cost of 12 percent. The firm has an EBIT rate of $9,600 that is expected to continue in perpetuity.
Consider a manufacturer with 2-factories. They can make at either factory or both. However, we need to consider the quantities that will be produced at every factory.
A New Hampshire resort offers year-round activities: in winter, skiing and other cold-weather activities; in the golf, tennis, summer, and hiking.
Suppose a 6-month put option on a stock with a strike price of $32. The current stock value is $30 and over the next six months it is expected to rise to $36 or fall to $27.
You are planning a security with the following possible rates of return, Compute the expected rate of return and the standard deviation of the returns.
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