There 2 players in the game each player has 2 balls each identified and "spilt" and " steal"

1. Assuming each of the outcomes is equally likely (if the contestants chose a ball at random), find the probabilities: a. P(one player wins all of the money) b. P(they split the money) c. P(at least 1 person wins the money) 2. Assume a third person is added to the game and given the split and steal balls. What is the probability that nobody wins the money (they all choose Steal)? Explain. 3. On the second video, did you know how it was going to turn out, or were you surprised? Why