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Q1. Assume that your roommate is very messy. Assume she gets a $50 benefit from being messy but imposes a $100 cost on you. The Coase theorem would suggest that an efficient solution would be for you to
Q2. If all output is paid in wages to trolls also cost of lemon grass (in other words, the total cost of magic potion production equals to the output, where you can denote by r the price of 1 pound of lemon grass), compute the shares of lemon grass also troll labor in Hogwarts' income.
Analyze the impact of this floor on price, quantity demanded and supplied. Would this price floor create a surplus or deficit of this product in the market?
Prepare a table with values from all four cases as well as compare the sensitivity of the model solution to changes in parameter values.
Comment on this tradeoff between equity also growth.Explain how would you go about resolving the matter if you were the president of a small poor county.
A business employing 8 workers to produce commemorative t-shirts for campus events organizations.
A local community voting to raise property taxes to increase school expenditures
Elucidate how Illustrate what occurs to demand for L1 when w2 increases. Illustrate the scale also substitution effects.
Explain how large an income tax cut is needed Alternatively Explain how much more government spending would achieve the target.
If typographical errors occur andomly, about how many pagesin book have three typographical errors. What is the median number of typographical errors per page.
Compute the upper also lower limits within which marginal cost may vary without affecting the profit maximizing output or the price.
He finds which he is overworked also which several of his research scientists seems to be spending work hours playing tennis.
Compute the profit-maximizing output for the price leader. Illustrate what the market price is given the price leader's output in (c). Elucidate how much does each competitive firm produce.
Explicate how firms decide on where to produce depending on the marginal product and average product.
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