Two players play a game represented by the following normal form (player 1 is row player, player 2 is column player): D E F A (3,4) (4,1) (8,0) B (1,1) (4,3) (5,0) C (2,8) (3,0) (6,10) (a) Show that strategy C of player 1 is strictly dominated (that is, provide a mixed strategy of player 1 that strictly dominates C). (b) Find all rationalizable strategies (that is, provide all strategies that survive iterative elimination of strictly dominated strategies). (c) Find all pure-strategy Nash equilibria. Go to Settings to activate W (d) Find all mixed-strategy Nash equilibria. (Hint: there will be infinitely many mixed-strategyindows Nash equilibria).