) . Which is true for a \"rational" individual, who maximizes her payoff? 0 She may or may not play a dominant strategy when available, but she will never play a dominated strategy. 0 She may or may not play a dominant strategy when available. Similarly, she may or may not play a dominated strategy. 0 She will always play a dominant strategy when available, and she will never play a dominated strategy. 0 She will always play a dominant strategy when available. She may or may not play a dominated strategy. 1 . Under what condition can we infer that D is a dominant strategy for Player 1? Player 2 Player 1 Ox>y,z0 OX>O,y0