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A monopolist has demand and cost curves given by:
Q = 1000 - 2P
TC = 5,000 + 10Q
Determine average cost (AC), average variable cost (AVC), marginal cost (MC), marginal revenue (MR).
a. Find out the quantity that maximizes profit? What is the revenue and profit at that point?
b. Find out the quantity that maximizes revenue? What is the revenue and profit at that point?
How foreign direct investment influences the wages
Assume the Fed decides to buy $1 billion in Treasury bonds from the public. Suppose that the reserve requirement is 10%. What takes place to the interest rate and money supply?
How much total utility does the consumer receive
Write down the household's budget constraints for period 1 and 2 and identify the current account.
Estimate the number of cups served per week and determine outlet demand curve. What would be the effect of a $5000 increase in the competitors' advertisement expenditure and outlet demand curve
Economists make decisions by thinking in terms of alternatives. Why do economists thinks there is no such thing as a free lunch?
Determine price and the level of service if competitive bidding results in a perfectly competitive price/output combination. Determine price and the level of service if the car lot grants a monopoly franchise.
Future economic glowth
When Burton Denson graduated with honors from the American Trucking Academy, his father gave him a $350,000 tractor-trailer rig. Recently, Burton was boasting to some fellow truckers that his revenues were typically $25,000 per month
Suppose an airline flying on the Charolette-Chicago route has estimated the demand curves for three different types of customers: business (no advance purchase), leisure (7 day advance purchase), and discount (14 day advance purchase) travellers. ..
Assume that the demand and supply functions for good X are as follows: What is the equilibrium price and equilibrium quantity?
Assume you're in charge of the toll bridge that essentially cost free. The demand for bridge crossings Q is given by P = 60 - 2Q. Draw a demand curve for bridge crossings
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