Scenario 5 Two airlines, Star and Big, are the only two airlines operating flights between Collegeville and Bigtown. Assume they are the only airlines competing. Each airline can charge either a high price or a low price for a plane ticket. The payoff table shows their payoffs of the two possible choices they can make in each round of competition. The first entry of an ordered pair in this payoff table is for the Star Airline and the second entry is for Big Airline. Big Airline High price Low price Star Airline High Price ($40 million, $40 million) ($0, $50 million) Low Price ($50 million, $0) ($20 million, $20 million) Refer to Scenario 5. Suppose the two airlines compete with each other many times, and thus they play this game many times. The Star Airline tells Big Airline that it will charge a high price as long as the Big Airline charges a high price, but it will charge a low price forever if it detects the Big Airline charging a low price for just one round. Which of the following is correct for the Big Airline payoffs in two consecutive rounds, assuming the Big Airline wants to maximize its total profit of competing with the Star Airline in two rounds? O $50 million in the first round, and $20 million in the second round $50 million in the first round, and $0 million in the second round $20 million for each of the two rounds O $40 million for each of the two rounds