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1. The market for qbits is initially competitive and the market demand is: P = 250-0.4QD . The combined marginal costs of the firms in the qbit industry are: MC = 10 + 0.8Q .
a. Draw the demand, and marginal cost curves. Calculate and show how much these firms will sell and what they will charge.
b. Now a bunch of other firms buy out all of the qbit producers and create a cartel (their combined MC doesn't change). How much will the cartel produce? What price will they charge? (Draw any necessary new curves on your graph above).
c. Is there any DWL associated with the cartel? If so, how much?
d. Now suppose one big firm comes and buys out all of the firms in the cartel. This monopoly somehow miraculously is able to perfectly price discriminate. How much will this firm produce? What will be the deadweight loss created by this monopoly?
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Calculate the optimal amount of pretzels and soft drinks that minimizes this firm's costs and how many frames do you provide each month?
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Suppose that Microsoft is the only producer of operating systems and Netscape is the only producer of Web browsers. Suppose also that nobody wants an operating system without a Web browser and nobody wants a Web browser without an operating system.
Evaluate the merit or otherwise of the above statement by commenting on the R2 values of the estimated CAPM regressions above.
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The inverse market demand in a homogenous-product Cournot duopoly is P = 100 - 2(Q1 + Q2) and costs are C1(Q1) = 12Q1 and C2(Q2) = 20Q2. a. Determine the reaction function for each firm. b. Calculate each firm's equilibrium output.
First bank has total deposits of $2,000,000 legal reserves of $220,000. a. If the reserve requirement is 10 percent, what is the maximum loan that First bank can make, and what is the maximum increase in the money supply based on First bank's rese..
the Advisability of which action to take depends on how the market will respond to the new product.If demand is high, then its worthwhile to make the extra investment for special facilities and equipment needed to produce the component internally.
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