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Consider a monopolist with marginal cost equal to $5 selling to two market segments with inverse demands given by pH=20-qH and pL=15-qL . There are no fixed costs. Calculate the amount of profit the monopolist could theoretically make if he could perfectly (1st degree) price discriminate.
Ellucidate explain the broad decline in house prices that occurred in those years. Is the market currently in equilibrium.
Prepare a page analysis - Changes in Monetary Policy - What is the maximum amount of new loans that this bank can make?
How many cases of peaches will be produced per week during the growing season, and what will the selling price per case be if producers ignore the marginal external costs imposed on others?
Illustrate what trends do you see in the data sets. What would you say to Support your assertions of trends with statistical evidence.
The deadweight loss that is associated with a monopolisticallycompetitive market is a result ofa.price falling short of marginal cost in order to increasemarket shareb.price exceeding marginal cost.c.the firm operating in a regulated industry.d.exces..
Calculate real GDP in each year using 2010 as the base year. Present your results in a table by adding a column titled "Real GDP, blns" to the right of the above table. Calculate the percentage change in nominal GDP and real GDP (add two new colu..
Show that, with a linear demand curve, the imposition of a per-unit tax on a monopoly will cause price to rise by less than the tax. Would this be true for a constant elasticity demand curve?
How does an active fiscal policy helps or hinder long-run growth in the economy.
Assume nominal GDP in 1999 was $200 billion, and in 2001, it was $270 billion. The general price index in 1999 was 100 and in 2001 it was 150. In 1999 and 2001, real GDP rose by what percent?
Based on current dividend yields and expected capital gains, expected rates of return on portfolios A and B are 11 percent and 14%, respectively. The beta of A is 0.8, while that of B is 1.5.
Assume now that there is an increase in demand for the good produced in this market. Market has once again adjusted to long-run equilibrium.
Two identical firms have MC = $1 (no FC) and face a market demand of: P = 6 - Q. a)Cournot Duopoly: Each firm chooses a discrete quantity: 0, 1, 2, or 3. Present the game in matrix form, and find its pure strategy Nash equilibria. Are there any ..
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