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Q1. The demand for tobacco is price inelastic. Assume there is a drought that destroys a large portion of the tobacco crop. Explain what happen in the marketplace for tobacco? Will the equilibrium quantity and price change? If so, clarify how? What will happen to the total revenue earned by tobacco farmers?
Q2. Imagine you are a director of a chemical company. An accident has occurred in which chemicals leaked in to the ground water nearby, the community is unaware. Assess the costs involved in cleaning up the water immediately (confessing) versus hiding the fact and possibly paying more in the future. Describe the impact on profitability in both situations.
The government plans to rise state spending by $2bn in the next fiscal year.
Identify those who gave us the concepts of monopsony and human capital.
The third largest city of a country has a population of 12.5 million.
What is the average fixed cost of producing 4 units of output and What is the marginal cost of producing the third unit of output.
The banking system is a fractional reserve banking system with a desired reserve deposit ratio. Banking system is a fractional reserve banking system.
For each values for the MPC, determine the size of the simple spending multiplier and the total change in real GDP demanded following a $10 billion decrease.
If most businesses in an industry are earning a 13 percent rate of return on their assets, but your firm is earning 23 percent what is your rate of economic profit
Suppose that firm A and firm B can form a joint venture to pursue either or both of their R&D programs.
Suppose it had begun an expansionary policy early in 1981. What does the text's analysis of the inflation unemployment cycle suggest about how the macroeconomic history of the 1980s might have been changed.
Assume there are no other countries willing to trade goods, so when there is no trade between these two countries, each country consumes the amount of wheat and clothing it produces.
How should labour be allocated between x and y to satisfy the demands calculated in part.
Given a binomial random variable with n = 60 and p = 0.36 find the probability of obtaining between 25 and 35 successes inclusive, to three decimal places.
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