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Q. 1. At the end of 1973 Japan had a every capita real output of $14,379. If, on average, Japan's real every capita output grew at a rate of 3 percent every year among 1973 also 1993. Illustrate what would Japan's output every capita have been at the end of 1993?
2. Consider the production function Y=(√K)(L)
a. Calculate output when K=64 also L=100.
b. If both capital also labor double, Illustrate what happens to output?
c. Is this production function characterized by constant returns to scale? Elucidate.
Illustrate what criteria are you using to classify this industry as an example of oligopoly.
Assuming oranges operate in a perfectly competitive market, use a well-labeled demand and supply model to explain how market equilibrium price of oranges is determined.
Antitrust act that bans anticompetitive mergers that occur as a result of one company acquiring the physical assets of another company.
Canon will receive payment from its dealers on August 28th, 2012. Assuming which Canon needs to cover its expenses in Japan
Due to the global economic slowdown, we were benefiting from relatively low oil prices.
Homo sapiens production possibilities curve have shifted outward to the right much more rapidly than that of Neanderthals
Suppose a duopoly and let demand be specified by P=A-BQ. In accumulation both firms have same marginal cost c. Interaction between the two firms will be frequent infinite.
Suppose that the market price for a bottle of vitamins is $2.50 and that at that price the total market quantity demanded is 75,000,000 bottles.
Assuming which the price elasticity of demand for U.S. exports equals 0.40 and the price elasticity of demand for U.S. imports equals 0.20.
Listing different orderings and coalitions is not going to work for this problem because there are too many possibilities, excluding you can use different tools which we have discussed in class.
Has consumer surplus been affected in any way due to the changes in the auto structure of industry
Explain what the GDP cost index is and what is its role in differentiating nominal GDP and real GDP.
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