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Assume that the Marginal Cost in period 1 is constant and equal to MC1=$2; and the Marginal Cost in period 2 is also constant and equal to MC2=$4. In addition, assume that the discount rate is 5%, the total amount of the depletable resource is 35 tons and the demand function in period 1 is Pt=40-q1 and in period 2 is equal to P2=15-q2 . [Use only the first two significant digits of a number]
a. Determine the dynamic efficient allocation.
b. Determine the optimal prices and marginal user cost in both periods (in current value).
c. Construct a graph representing the dynamic efficient allocations in both periods.
d. Determine the Net benefit in both periods. Are they equal? If your answer is no argue, how future generations could be compensated for this difference.
Consider the example of moral hazard problem when a firm issues bonds/takes loans. We have shown that if the a sufficiently large fraction of the project is financed by the firm’s internal funds (in our example, 25%), the firm will choose Project S (..
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Is there some summary article on using variation in US bequest taxation as natural experiments? Has there been variation over time or over different states? Is there perhaps a paper that already has used this?
Suggest the substantive manner in which a low-calorie, frozen microwaveable food company could create a convergence between the interests of stockholders and managers. Indicate the most likely impact to profitability of such a convergence.
Can you tell me illustrate what does the quote print allows you to hold another's mind in your hands by James burke
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