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There are two firms that are producing identical goods in a market characterized by the inverse demand curve P:60 -2Q, where Q is the sum of Firm l's and Firm 2's output, qft qz. Each firm's marginal cost is constant at$12, and fixed costs are zero. Answer the following questions, assuming that the firms are Cournot competitors.
a. Calculate each firm's reaction function.
b. How much output does each firm produce?
c. What is the market price?
d. How much profit does each firm earn?
Suppose you are given the following Total Product Function: ,where Q=100K ^ 3/2 L ^ 4/2 M ^ 4/7 is total output or units produces; K, capital; L, labor; and M, materials.; that is, this is a input factor production function. Find the Average products..
Consider a game between a parent and a child. The child can choose to be good (G) or bad (B); the parent can punish the child (P) or not (N). The child gets enjoyment worth a 1 from bad behavior, but hurt worth -2 from punishment. Thus a child who be..
Specify whether you agree or disagree with the statement as it appears on the topic survey.
Illustrate what is consumption also saving in each period, assuming no borrowing constraints
She is considering quitting her job and going to university full time for four years.
Show how length of stay and seasonal demand stability might be important to a recreational tourism destination. What economics conditions made the growth of tourism possible in the nineteenth century?
What is this firms total cost function, average cost function, average variable cost function and marginal cost function.
Given the following demand and cost conditions for a monopolistic medical practice, predict the proft-maximizing price and quantity of services utilized
trace the evolution of work on the laissez-faire doctrine through two arcs. first those theorists who are trying to
In her speech to the Australia-Israel Chamber of Commerce last year, Julia Gillard contrasted "the problems of Europe" with Australia's "position of strength in the world economy" (Editorial, Feb 2 2012, The Australian).
Two identical fishermen, Jill and Kevin, fish from the same lake. Since they are only two small producers, they cannot effect the price paid for their fish (P = 100), but they do influence each other’s costs. Write down the profit function for each f..
Suppose c = wL + rK and q = L 1/3K 1/4 and perfect competition in all markets. Find the demand for labor and capital and the supply of q. If p = 8, w = 1 and r = 2, find the quantity supplied and the profits.
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