Suppose sean and yvette are playing a game in which both must simultaneously choose the action left or right. the payoff matrix that follows shows the payoff each person will earn a function of both of their choices. for example, the lower-right cell shows that if sean chooses right and yvette chooses right, sean will receive a payoff of 3 and yvette will receive a payoff of 8. in the table, sean's payoffs are shown first, and yvette's second.

left right
left 3, 7 2, 6
right 4, 5 3, 8

a) what is the only dominant strategy in this game?

b) what should sean and yvette choose for the outcome to

Let's consider a hypothetical airline, mudlarks airlines. on one of its flights, precious records show that about 15% of people who had tickets for the flights did not take the flight. there are 120 seats on the plane. 1. how many tickets should mudlarks airlines sell for this flight? 2. as an added consideration, suppose that tickets on this flight cost a flat rate of $250. in addition, mudlarks airlines must give any traveler who purchased a seat for the flight, but who cannot travel due to overbooking, a $400 certificate for their trouble. does this change your answer in question one? now, suppose that mudlarks airlines forms a partnership itch another airline, puffin air. their agreement allocates 100 seats on the flight to mudlarks airlines and another 20 seats to puffin air. the 2 airlines sell tickets for the flight independently of each other. 3. assuming the same 15% no show percent for each airline, how many tickets should each sell?