Suppose you know the following about a particular two-player game: S = {A, B, C), S = (X, Y, Z}, u(A, X) = 6, u, (A, Y) = 0, and u, (A, Z) = 0. In addition, suppose you know that the game has a mixed-strategy Nash equilibrium in which (a) the players select each of their strategies with posi- tive probability, (b) player 1's expected payoff in equilibrium is 4, and (c) player 2's expected payoff in equilibrium is 6. Do you have enough infor- mation to calculate the probability that player 2 selects X in equilibrium? If so, what is this probability?