2 Multiple Choice 1 point Two discount airlines, FlyRite and BudJet, consider expanding their operations to a particular new route. Unfortunately, they will lose money if both decide to fly the same route. Their expected profits in each scenario (in millions) are as follows: Budjet Expand -20, -10 0,10 FlyRite Expand Don't Expand Which statement about dominant strategies and Nash equilibrium in this game is correct? None of the airlines has a dominant strategy, and there are two Nash equilibria. Both of the airlines have a dominant strategy, and there is one Nash equilibrium. None of the airlines has a dominant strategy, and there is no Nash equilibrium. One of the airlines has a dominant strategy, and there is one Nash equilibrium. Don't Expand 20,0 0,0
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- Given the following profit payoff table, which decision would you choose based on a cautious decision approach? S1 d₁ 50 520 S2 $3 20 -10 d₂ 80 d3 100 d4 300 55 330 -20 -40 25 -160 d1 d2 Od₁ and d3 ○ d3 d4George Zegoyan and Amir Gupta face a ditticult decision. Their private auto parts manufacturing company has been a great success - too quickly. They cannon keep up with the demand for their product. They must expand their facilities, but have not had time to accumulate sufficient working capital, nor do they want to acquire long term debt to finance the expansion. Discussions with there accountants, lawyers, and stockbrokers have confronted them with the necessity of going public to raise the reguired capital. ess Zegoyan and Gupta are concerned about maintaining control if they become a public company. They are also worried about loss of privacy because of the required reporting to various regulatory bodies and their their shareholders Naturally, they are also pleased that the process will enable them to sell some of their shareholdings to the public and realize a faiir profit from their past and expected future successes. They will be able to sell 40 percent of the shares for…Which choice is ALWAYS TRUE for a pure Nash equilibrium of a two-person nonzero-sum game? No player can improve his payoff with a unilateral change of strategy. It is a Pareto maximum of the payoff matrix. No player can worsen the payoff of his opponent with a unilateral change of strategy. O It gives worse payoffs to both players than any Berge equilibrium. « Previous Simpfun
- Need urgent help to complete homework. Thank You )-The payoffs to investing in a small or large apartment building are summarized in the table below. The probability of weak market demand is 0.7. What is the maximum regret associated with investing in the large apartment building? States of Nature Weak Strong Your Answer: Your Answer Decision Alternatives Small Building 200 220 Large Building 120 310The owner of a copper mine gets together with all the other copper mine owners and agrees to enter a trust with them. The board of “trustees” for this copper trust then sets the price of copper much higher than they were selling it for before. Is this a vertical integration or a horizontal integration?
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- In the following scenarios, you will be given a product and an event. Determine If there will be an increase OR decrease in either the supply OR demand, what happens to the price of the product, and what happens to the quantity bought and sold. The first two are answered for you as examples. EXAMPLE! 1 New oil fields are discovered by new companies in Canada EX 1 ANSWER Supply increases, price decreases, quantities increase EXAMPLE! 2 Penguin merchandise. The Penguins play well and contend for a playoff spot. EX 2 ANSWER Demand increases, price increases, quantities decrease 1. Beef. The price of chicken suddenly drops. 2. Newly constructed houses. The price of lumber doubles. 3. The government places a 30% excise tax on alcohol. 4. Peanut butter cookies. The price of chocolate chip cookies increases. 5. Pepsi.…Come up with a decision using each of the different criteria under conditions of uncertainty using the table below. The payoff values are expressed as LOSSES and alpha = 0.5 1. What is the best of the best payoff value? 2. Which decision alternative has the best of the worst payoff value? 3. Which decision alternative has the minimum payoff value of the maximum regret? 4. Which realism approach decision alternative has the maximum payoff? 5. What is the best equally likely decision to take?Consider the following hypothetical case. Only Pfizer and a competitor, Astra-Zeneca, have the ability to develop a COVID-19 vaccine. Both have access to the same two promising vaccine technologies, but each company must choose one to invest in. While each firm could develop a vaccine on its own, the problem is that the fixed cost of production and risk are very high. They are therefore considering coordinating their actions through a strategic alliance where they join forces and share cost and revenue equally. Analyse the interaction between the two firms using game theory. Present a payoff matrix to model the situation and analyse it for Nash equilibrium. What can either of these firms do to make their best, most-preferred outcome more likely