Please help me. This is Game Theory related question. I will definitely give a thumbs up if the solution is accurate.

Q1(2 points): A modified Matching Pennies game. (1) Bob Heads Tails Heads 1,-1 -1,1 Tails -1,1 1,-1 Nope -0.1,0 -0.1,0 (II) Bob Heads Tails Heads 1,-1 -1,1 Tails -1,1 1,-1 Nope 0.1,0 0.1,0 Ann Ann Now we give Ann a choice to say nope to play matching pennies and everybody leaves with their own coin. In scenario I, Ann really wants to play matching pennies, so saying nope yields -0.1 for her. In scenario II, Ann doesn't want to play, so saying nope yields 0.1 for her. (1) For each modified game, write out Ann's pure strategy best response(s) to Bob's strategy: 06 = (: H, (1 : H,}:T). (1 : H,}:T), :T still a NE in each modified game? If not, find a new one. (2) Is (ou = }: H, 0 = Q1(2 points): A modified Matching Pennies game. (1) Bob Heads Tails Heads 1,-1 -1,1 Tails -1,1 1,-1 Nope -0.1,0 -0.1,0 (II) Bob Heads Tails Heads 1,-1 -1,1 Tails -1,1 1,-1 Nope 0.1,0 0.1,0 Ann Ann Now we give Ann a choice to say nope to play matching pennies and everybody leaves with their own coin. In scenario I, Ann really wants to play matching pennies, so saying nope yields -0.1 for her. In scenario II, Ann doesn't want to play, so saying nope yields 0.1 for her. (1) For each modified game, write out Ann's pure strategy best response(s) to Bob's strategy: 06 = (: H, (1 : H,}:T). (1 : H,}:T), :T still a NE in each modified game? If not, find a new one. (2) Is (ou = }: H, 0 =