Industry demand is: The market is supplied by a duopoly, where each firm has MC =...
Fantastic news! We've Found the answer you've been seeking!
Question:
Transcribed Image Text:
Industry demand is: The market is supplied by a duopoly, where each firm has MC = 200 with no fixed costs. P = 1,000 0.10 Q therefore, MR = 1,000 -0.20 Q a). Find the cartel outcome (i.e. assume the firms cooperate to maximize joint profit): b). price, firm-level quantity, revenue, costs and profit, plus joint profit. Find the competitive outcome. c). Is the cartel outcome likely to occur, in a single-period game? Assume for what follows that the firms must change production in blocks of 500 units. Show that each firm has an incentive to deviate from the cartel outcome and produce another 500 units. d). Write the payoff matrix for the above duopoly, where the first row/column has each firm producing the cartel (joint monopoly) quantity, and the second assumes the extra 500 units are added. What is the Nash equilibrium? e). Show that the Nash equilibrium is stable - that is, calculate what happens to profit if a firm deviates (Up OR Down) from the N.E. Industry demand is: The market is supplied by a duopoly, where each firm has MC = 200 with no fixed costs. P = 1,000 0.10 Q therefore, MR = 1,000 -0.20 Q a). Find the cartel outcome (i.e. assume the firms cooperate to maximize joint profit): b). price, firm-level quantity, revenue, costs and profit, plus joint profit. Find the competitive outcome. c). Is the cartel outcome likely to occur, in a single-period game? Assume for what follows that the firms must change production in blocks of 500 units. Show that each firm has an incentive to deviate from the cartel outcome and produce another 500 units. d). Write the payoff matrix for the above duopoly, where the first row/column has each firm producing the cartel (joint monopoly) quantity, and the second assumes the extra 500 units are added. What is the Nash equilibrium? e). Show that the Nash equilibrium is stable - that is, calculate what happens to profit if a firm deviates (Up OR Down) from the N.E.
Expert Answer:
Answer rating: 100% (QA)
Cartel Outcome Price 800 FirmLevel Quantity 500 Revenue 400000 Costs 100000 Profit 300000 ... View the full answer
Related Book For
Posted Date:
Students also viewed these economics questions
-
Consider a homogeneous-product duopoly where each firm initially produces at a constant marginal cost of $100 and there are no fixed costs. Determine what would happen to each firms equilibrium...
-
Consider a homogeneous-product duopoly where each firm initially produces at a constant marginal cost of $200 and there are no fixed costs. Determine what would happen to each firm's equilibrium...
-
Duopoly quantity-setting firms face the market demand p = 150 - q1 - q2. Each firm has a marginal cost of $ 60 per unit. What is the Nash-Cournot equilibrium?
-
The accompanying table shows proportions of computer salespeople classified according to marital status and whether they left their jobs or stayed over a period of 1 year. a. What is the probability...
-
Expando, Inc., is considering the possibility of building an additional factory that would produce a new addition to its product line. The company is currently considering two options. The first is a...
-
An inventory taken the morning after a large theft discloses $60,000 of goods on hand as of March 12. The following additional data is available from the books: Inventory on hand, March 1 $84,000...
-
List the five main goals that policymakers attempt to achieve with the income tax system.
-
Crystal Clear Products produces two types of water filters. One attaches to the faucet and cleans all water that passes through the faucet. The other is a pitcher-cum-filter that only purifies water...
-
3: A 100-um-long bar of P-type Si is shown below (assume complete ionization and room temperature): (a) Calculate the resistance between the two ends of the Si bar at thermal equilibrium (room...
-
The Davis Lamp Company (DLC) is a wholesale company that purchases lamps from the manufacturer and resells them to retail stores. The company has three inventory items: desk lamps, table lamps, and...
-
A decision maker who is considered to be a risk taker is faced with this set of probabilities and payoffs. s 1 s 2 s 3 d 1 5 10 20 d 2 -25 0 50 d 3 -50 -10 80 Probability Y .30 .35 .35 For the...
-
3. How many moles of each element are present in 2.67 mol of each compound? 1. HCI 2. HSO4 3. Al(NO3)3 4. Gaz(SO4)3
-
Evaluate the expression f ( 0 . 5 ) given that f ( x ) = 3 x + 2 / 2 x + 1 Enter the exact answer. Enter the exact answer.
-
Differentiate the function y = (6x4 -x + 1) (-x5+8) y' =
-
Convert 4.12 x 10-5 kg to g.
-
The equation 6x - 18 = 24 has two solutions. The sum of those two solutions is
-
By utilising the unit circle shown below, define sine and cosine ratios for angle e and prove that sin0 + cos0 = 1. O cos f 0 sin 0 Q 1- cos 0 0 A(1, 0) X Q14: By using sine and cosine ratios defined...
-
What is master production scheduling and how is it done?
-
Does the fact that many individuals leave bequests (i.e., do not consume their entire income over their lifetimes) invalidate the LCH?
-
Explain term by term the government budget constraint of equation (10.8).
-
Assume that there is an increase in autonomous investment of $100 billion. Will the effect on the level of equilibrium real GDP be greater with a relatively high or a relatively low marginal...
-
The weighted mean, denoted as \(\bar{x}_{w}\) is another measure of central tendency that can be used to assign weights (or measures of influence) to each of the individual observations in a sample....
-
The trimmed mean can also be a useful measure of center. It is found by trimming off a certain percentage of the smallest and largest observations and then calculating the mean. For instance, we can...
-
The kurtosis of a variable represents a measure of how the distribution of a variable is peaked (in other words, how "sharp" the data set appears when you consider its distribution). The kurtosis can...
Study smarter with the SolutionInn App