Column Left Right 4,2 0.3 Row Top Bottom 1, 1 2,0 (a) Are there any pure strategy equilibria? (b) Assuming that Row chooses a mixed strategy with probability p of playing 'top', what are the column player's expected payoffs to each of her pure strategies? (c) Let q denote the mixed strategy in which column plays 'left' with probability q. Show Column's best response function in a figure with p and q on the two axes. (d) Find the value of q that makes Row indifferent between 'top' and 'bottom'. (e) Find the mixed strategy equilibrium