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Game Theory I wo Ⅲne prodneling: houlolyuco"s!택 with uv"rar kniand fulM.ion 있wn by The cost function...
Hi,
I'm pretty much struggling with Nash Equilibrium of advanced
level of Game Theory, yet I need to make progress anyway while
catching up the concepts.
It would be great if you enlighten me any techniques or tips to
solve these questions.
Thanks in advanced.
1. Find a Nash equilibrium for the peer-effects game in which u,(s,,s-i) =-(ai-Si)2-λ, . (s,-$2)2 for i = 1,2 Notice that the equilibrium will be a function of the given parameters 2. There are two...
Chapter 14 Vocabulary Name: a. Kinked demand curve b. Cartel c. Price leadership d. Game theory e. Collusion f. Strategic behavior g. Homogeneous oligopoly h. Price war i. Differentiated oligopoly j. Oligopoly ( ) Five or fewer firms produce most of the output in an industry, or control a large share of the market. ( ) Many consumer goods, like automobiles and sporting goods, are produced by a few firms. ( ) This is when firm’s break from pricing decision...
This problem set is partitioned into four sections. Section I examines price discrimination in the airline industry. Section II uses game theory to analyze output behavior of rivals. Section III uses game theory to examine output behavior of rivals for a multi-period game. Section I: Monopoly pricing 4. Firm X has a complete monopoly over the production of nutmeg. The following information is given: Marginal revenue = 1500 -20Q Marginal cost = 300 +10Q Where Q equals the output of...
2. Cournot competition: P1 and P2 (independently and simultaneously) choose quantities, qi and q2. The cost of producing q units is c(ai)i and the demand curve is given by P(O) 10 Q: (i.e., if P1 produces qi and P2 produces q2; each sells all his units at price 10 1 92 (a) Find all NE. b) Now suppose that the game is played twice. Each firm chooses both a production quantity, and, firm 2 can choose to donate some of...
third question
the answer on the paper
process
1. Let the production function beq Kili (K: capital, L: labor), the unit prices of capital and labor be both $1. (a) Find the cost function. 2b (b) If the firm with this production function is in a competitive market an many units of products should the firm produce? d the market price is S12, how 2. (a) Let the cost function be C(g)-F+mq G Is there economies of scale? (ii) If...
1. Consider the coupon game. But suppose that instead of
decisions being made simultaneously, they are made sequentially,
with Firm 1 choosing first, and its choice observed by Firm 2
before Firm 2 makes its choice.
a. Draw a game tree representing this game.
b. Use backward induction to find the solution. (Remember that
your solution should include both firms’ strategies, and that Firm
2’s strategy should be complete!)
2. Two duopolists produce a homogeneous product, and each has a...
I ONLY NEED PART (E) PLEASE! On a market with monopolistic competition, a firm meets the demand Q D = 400 – 4P. The firm’s marginal cost is given by MC = 40 + 2Q. A. Which quantity should the firm produce to maximize its profit? Which is the profit maximizing price on the market? B. Draw a figure that shows the firm’s profit maximizing quantity and price. C. What is the firm’s long-term profit? D. Now instead assume the...
4、5and 6 thanks
1. Let the production function beq(: capital, L: labor), the unit prices of capital and labor ba both SI 28 (a) Find the cost function. (b) If the firm with this production function is in a competitive market and the market price is $12, how many units of products should the firm produce? -6 2. (a) Let the cost function be C(ą)-F+mq (i) Is there economies of scale? (i) If market price is equal to margiial cost,...
I ONLY NEED PART (E) PLEASE! On a market with monopolistic competition, a firm meets the demand Q D = 400 – 4P. The firm’s marginal cost is given by MC = 40 + 2Q. A. Which quantity should the firm produce to maximize its profit? Which is the profit maximizing price on the market? B. Draw a figure that shows the firm’s profit maximizing quantity and price. C. What is the firm’s long-term profit? D. Now instead assume the...
Please be specific in your answers. Thanks a lot!
Intermediate macroeconomic theory I (ECON303) Tutorial #3: The firm's problem Paul owns a firm that produces output (Y) with capital (K) and labour (N) accord- ing Y = zk" N i n which z is total factor productivity. Say that z = 100, that K = 1. and that a = 0.5. Each worker supplies one unit of labour. Each unit of labour is paid the wage rate w. The price...