Suppose that Sarah Palin and Barack Obama are campaigning for the office of President in 2012. They each have time for one visit to either Alaska or Hawaii, which represent 3 and 4 electoral votes, respectively. Palin is favored in Alaska; Obama is favored in Hawaii. If neither candidate visits a state, or if only the favored candidate visit a state, the favored candidate is guaranteed to win. If both candidates visit the same state, the favored candidate is expected to win with probability 3/4. If only the unfavored candidate visits a state, each candidate has a probability of winning of 1/2. Model this situation as a two-person constant-sum game. Analyze the game. What does game theory predict