Question

Draw a two firm game theory matrix in which each firm has the choice of offering...

Draw a two firm game theory matrix in which each firm has the choice of offering a discount or not offering a discount. In the matrix make up numbers for each firm’s profits so that there is a dominant outcome in which both firms offer the discount even though both firms would be better off if they did not offer the discount.

Homework Answers

Answer #1

For Firm 1

If 2 chooses discount- 1 chooses discount because it has the better payoff of 5

If 2 chooses not to discount, 1 will choose discount because it has better pay off of 10

Because in both cases 1 is choosing discount the dominant strategy is to discount.

For Firm 2

If 1 chooses to discount, 2 chooses discount because it has better pay off of 5

If 1 chooses not to discount, 2 will choose discount because it has better payoff of 10

Because in both cases firm 2 is choosing discount, dominant Strategy is discount.

Because the Nash is (Discount, Discount) the asked criteria is satisfied because though you get (5,5) as Nash, (8,8) is still a better alternative or both firms will be better off not discount

Please upvote the solution if it is found helpful!

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
PAYOFF MATRIX FOR A PRICING GAME FIRM B Low Price High Price FIRM A Low Price...
PAYOFF MATRIX FOR A PRICING GAME FIRM B Low Price High Price FIRM A Low Price (50,000; 50,000) (80,000; 30,000) High Price (30,000; 80,000) (20,000; 20,000) From the above payoff matrix where the payoffs are the profits of the two firms, determine whether: Firm A has a dominant strategy. If so, what is it?      Firm B has a dominant strategy. If so, what is it? The optimal strategy for each firm if there is any. Will a Nash equilibrium exist...
1. There are only two firms producing identical goods. Each firm has the cost structure TCi...
1. There are only two firms producing identical goods. Each firm has the cost structure TCi = 2qi2 + 40qi + 11552 which makes the firm’s MCi = 4qi + 40 for i = 1,2 for the two firms. These are the only two firms in the market where the MARKET demand for the good = P = -3Q+ 800. a) Explain why each firm producing q1 = q2 = 47.5 generates the monopoly outcome. Find the market price and...
Two firms are competing in prices. Each has two strategies: undercut and cooperate. The firms’ payoffs...
Two firms are competing in prices. Each has two strategies: undercut and cooperate. The firms’ payoffs are provided in the matrix below Undercut Firm 1 Cooperate Firm 2 Undercut Cooperate 100, 100 1000, 0 0, 1000 500, 500 (a) (3 points) Assume the firms make their decisions at the same time, and the firms’ competition lasts for one year. Does Firm 1 have a dominant strategy? Does Firm 2 have a dominant strategy? Find the Nash equilibrium. 2 (b) (2...
Consider the following simultaneous-move, one-shot game facing two firms (Firm I and Firm II), with the...
Consider the following simultaneous-move, one-shot game facing two firms (Firm I and Firm II), with the payoffs given in Table1. The firms are not able to coordinate or communicate. Each firm has three strategic options (options A, B and C for Firm I and D, E and F for Firm II). Table 1 Firm II Firm I Strategy D E F A 100, 125 300, 250 200, 260 B 250, 0 350, 300 340, 400 C 0, -100 400, 300...
13. Podunk City has two coffee shops and everyone in the city buys one cup of...
13. Podunk City has two coffee shops and everyone in the city buys one cup of coffee per day. The owners of these shops can serve Maxwell House Coffee or they can serve Le Fru FruGourmet Coffee (simplifying assumption—suppose they charge the same price for either cup of coffee). Assume that customers strictly prefer Le Fru Fru coffee so that if one firm offers Le Fru Fru and the other doesn’t, all customers will go to the Fru Fru shop...
MTN and Airtel are two telecommunication giants engaged in a battle to win customers from a...
MTN and Airtel are two telecommunication giants engaged in a battle to win customers from a saturated market of mobile users. Historically, they both know that intensive advertising can help them win customers from other operators even though advertising is expensive. So each firm has to decide whether to choose a high level of advertising (H) or a low level of advertising (L). If both firms choose high level of advertising, the advertisement campaigns will simply offset each other and...
1) Consider the following game in which two firms decide how much of a homogeneous good...
1) Consider the following game in which two firms decide how much of a homogeneous good to produce. The annual profit payoffs for each firm are stated in the cell of the game matrix, and Firm A's payoffs appear first in the payoff pairs: Firm B - low output Firm B - high output Firm A - low output 300, 250 200, 100 Firm A - high output 200, 75 75, 100 a. What are the dominant strategies in this...
The matrix below shows payoffs in a stag hunt game. If both hunters hunt stag, each...
The matrix below shows payoffs in a stag hunt game. If both hunters hunt stag, each gets a payoff of 4. If both hunt hare, each gets 3. If one hunts stag and the other hunts hare, the stag hunter gets 0 and the hare hunter gets 3. Hunter B hunt stag hunt hare hunt stag 4,4 0,3 Hunter A hunt hare 3,0 3,3 (a) If you are sure that the other hunter will hunt stag, what is the best...
Consider the following simultaneous-move, one-shot game facing two firms (Firm A and Firm B), with the...
Consider the following simultaneous-move, one-shot game facing two firms (Firm A and Firm B), with the payoffs given in Table I. Assume the firms are not able to coordinate or communicate. Firm A and B each has three strategic options. Table I Firm B Firm A Strategy Low average high Small 100, 125 300, 200 200, 190 Medium 250, 0 470, 340 480, 300 Large 300, -100 450, 450 475, 360 (a). For each of the firms, identify the dominant...
Answer the next question based on the following payoff matrix for two oligopolistic firms in which...
Answer the next question based on the following payoff matrix for two oligopolistic firms in which the numbers indicate the profit in millions of dollars for each firm. Firm A High Price Low Price Firm B High price A = $250 A = $325 B = $250 B = $200 Low price A = $200 A = $175 B = $325 B = $175 If the two firms collude to maximize joint profits, there will be Multiple Choice an incentive...