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In the 1990s, five firms supplied amateur color film in the United States: Kodak, Fuji, Konica, Agfa, and 3M. From a technical viewpoint, there was little difference in the quality of color film produced by these firms, yet Kodak's market share was 67 percent. The own price elasticity of demand for Kodak film was -2.0 and the market elasticity of demand was -1.75. Suppose that in the 1990s, the average retail price of a roll of Kodak film was $6.95 and that Kodak's marginal cost was $3.475 per roll. Based on this information, discuss industry concentration, demand and market conditions, and the pricing behavior of Kodak in the 1990s. Do you think the industry environment is significantly different today? Explain.
Discuss the influence of taxes on the results of the above analyses. Elucidate how do taxes influence the before-tax cash flow compared to the after-tax cash flow results.
Talk about the ramifications involved in conducting business under both/either scenario.
For the industry you have chosen, discuss how price moves from today to the future.
Find the net demand curve-facing industry A. Conclude A's optimal price also o/p. How much o/p do the other Industries provide in total.
If you have to make a random guess and there are four possible answers, what is the expected value of guessing?
Will there be significant progress on the poverty front, because of an increase in GDP.
Explain how that the balance sheet balances if these are the only assets and liabilities.
Illustrate what mistakes did policymakers make that have kept developing nations from growing more quickly.
Calculate the forward premium on the British pound for the Dutch investor where exchange rates are in euros per pound. Is it positive or negative? why do investors require this premium/discount in equilibrium.
Suppose that Congress enacts a lump-sum tax cut of $750 billion. The marginal propensity to consume is equal to 0.75. Assuming that Ricardian equivalence holds true, illustrate what is the effect on equilibrium real GDP.
Find out the purchase price to gain thirteen percent compounded semiannually.
Write down an expression π(q ) for profits as a function of q. Find profit-maximizing choice of q for Smith and corresponding price and profit.
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