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Suppose a monopoly provides both Cable TV and broadband access in a city. The fixed costs are $1 million per day. The number of households (measured in millions) demanding cable is D1(p1) = 2-p1 (where p1 is measured in $/day). The demand for broadband access is D2(p2) = 1-p2/4
Find the inverse demand curves and aggregate consumer surplus a function of prices.
the quantity supplied of the Real GDP in the long run is $4.3 trillion. Evalute is the economy in short run equuilibrium. Will the price in long run equilibrium be greater than, of less than, or equal to 132.
If we had efficiency in the duopoly, what would the market quantity and price be? How does this compare to your answer?
The purposes of assessing the consequences of these provisions for strategic decision making.
The inverse demand for your product is P = 200 - 0.1Q in for tourists and P = 500 - 0.2Q in for business travelers. If you price discriminate, what are your optimal prices to the two types of travelers?
Illustrate what is the value of consumer surplus. Illustrate what is the value of the deadweight loss created by this monopoly.
q1. expectations and consumer confidence are important in determining fluctuations in aggregate spending. in your
Compute the changes in consumer surplus, producer surplus, government revenue and third party surplus. Also, show these changes on a graph.
She can charge different prices in the two markets. Illustrate what is the profit-maximizing combination of quantities for this monopolist.
Compute the balance in your retirement account when you will be 25, 30, 40, 50, and 65 years old assuming the average annual rate of return is 6%. Assume there are no deposits or withdrawals in this account, so the original balance just accumulates. ..
Illustrate what relationship must hold between x and p so that A second order stochastically dominates B.
q.branding i jorge products a specialty steel fabricator operates a plant in the town texas of west star. the town has
Illustrate what is the interest rate. Jack and Jill both obey the two-period fisher model of consumption.
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