Question

In: Economics

Explain each of the Oligopolies and provide a graph for each? •Cournot Model •Stackelberg Model •Bertrand...

Explain each of the Oligopolies and provide a graph for each?

•Cournot Model

•Stackelberg Model

•Bertrand Model

•Sweezy (Kinked-Demand) Model

Solutions

Expert Solution

Solution:

a) Cournot model: This is the kind of market structure where a few firms compete by simultaneously deciding on the quantity of output to sell. The total output produced in the market then decides on the market price, which is faced by all firms.

b) Stackelberg model: Under this market structure, one firm can observe the other firms' action and the decision, either on quantity or on price, do not take place simultaneously. One firm move first, called the leader firm, and the other firm, called the follower, then choose its own optimal strategy. In case of quantity, then leader firm has first mover advantage, as it produces more quantity, capture higher market share and thus achieves a higher profit.

c) Bertrand model: This is similar to the Cournot competition, the only difference being that firms do not compete over quantity but compete over prices. So, all firms simultaneously choose the optimal price to charge for a product. Under certain assumptions, the optimal price chosen by firms is simply Marginal cost, because the competition is rigorous and in order to capture the entire market, a price cut competition result in marginal cost pricing. In this sense outcome is much similar to that of perfect competition.

d) Sweezy model: Under this market structure, the firms face a kinked demand curve and thus the marginal revenue function is a kinked one. Furthermore, the response of other firms is such that a price cut or price decrease is rigorously competed among firms as in, price cut by one firm is followed by a price cut by all other firms (in order to capture the market size), while a price increase is never competed or followed back by any other firm.

Following are the required graphs. Forming all graphs for 2 firms in the market; BR1 is best response function of firm 1 and BR2 is best response function of firm 2; Nash equilibrium occurs at intersection of the two best response curves.

For all graphs except sweezy model, it shows how the two firms compete. Under sweezy graph, the market graph carrying prices and quantity has been shown:


Related Solutions

When is the Stackelberg variant of oligopoly competition more appropriate than the standard Cournot model? Group...
When is the Stackelberg variant of oligopoly competition more appropriate than the standard Cournot model? Group of answer choices when the firms are trying to collude. when one firm makes its output decision before the others. whenever there are more than two firms. when all firms enter the market simultaneously.
Messrs Bertrand and Cournot are competitors in the market for gadgets. The demand conditions in this...
Messrs Bertrand and Cournot are competitors in the market for gadgets. The demand conditions in this market are given by the equation Q=1000-P, and both Bertrand and Cournot can supply the market with gadgets at a constant marginal cost equal to five crowns (they incur no other costs to run their enterprises). i. Describe in detail what conditions will give rise to price competition between Bertrand and Cournot. Given that they compete by choosing prices, what is the equilibrium price...
When would Cournot competition seem like a more reasonable model than Bertrand competition? Output levels can...
When would Cournot competition seem like a more reasonable model than Bertrand competition? Output levels can be quickly changed in response to price changes Production capacity is difficult to change For the next three problems use the following data. Two firms in a duopoly each have a constant marginal cost of 4. The price function (demand) is P(Q)=100-Q. Suppose that Firm 1 believes that Firm 2 will produce half of the monopoly output, q2=24. How much should Firm 1 produce...
Game Theory: Representative models in the monopoly analysis include Cournot, Stackelburg, Bertrand, etc. Please explain to...
Game Theory: Representative models in the monopoly analysis include Cournot, Stackelburg, Bertrand, etc. Please explain to Cournot, Stackelburg and write simultaneous game and Extensive Form respectively. What are the strategies of the two players? How to determine payoff? Find the Nash Equilibrium for the above games. (simultaneous game use game tree to show plz)
1.) In the Stackelberg model of oligopoly: a.) each firm takes the other firm's output as...
1.) In the Stackelberg model of oligopoly: a.) each firm takes the other firm's output as constant in deciding its own output level b.) the leader firm's output is determined at the point where demand equals price c.) the leader firm selects its output first, taking the reactions of follower firms into account d.) each firm decides its output based on the interaction of demand and supply . 2.) A profit-maximizing monopoly firm that sells output in two distinct markets,...
Discuss the Cournot and Bertrand Models of oligopolistic competition, highlighting their strengths and weaknesses. Can the...
Discuss the Cournot and Bertrand Models of oligopolistic competition, highlighting their strengths and weaknesses. Can the two models be reconciled? Can you give examples?
Define & explain the following in economic terms: 1)Cournot vs. Bertrand approaches to duopoly 2)Dorfman-Steiner equation...
Define & explain the following in economic terms: 1)Cournot vs. Bertrand approaches to duopoly 2)Dorfman-Steiner equation (for determining optimal amount of advertising for a firm)
The Cournot and Bertrand models make dramatically different predictions about the quantities, prices and profits that...
The Cournot and Bertrand models make dramatically different predictions about the quantities, prices and profits that will arise under oligopolistic competition. Explain the two ways of reconciling the two models.
The Cournot and Bertrand models make dramatically different predictions about the quantities, prices and profits that...
The Cournot and Bertrand models make dramatically different predictions about the quantities, prices and profits that will arise under oligopolistic competition. Explain the two ways of reconciling the two models.
Suppose that a Stackelberg leader and a Stackelberg follower each have a constant marginal cost of...
Suppose that a Stackelberg leader and a Stackelberg follower each have a constant marginal cost of c. Market demand takes the form p = a-bQ. A. What is the best response function of the Stackelberg follower? B.. What is the leader's profit-maximizing q? C. What is the follower's profit-maximizing q? D. What is the market price? Somebody else solved this question. But, feel like the person got the derivatives wrong on part B and caused the other parts to also...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT