URGENT HELP PLEASE

in the Game Theory class the instructor lets Begm and Orkan play a game. Each student can say "Head" or "Tail. For each action profile the instructor says he will give the two students bonus credits as described in the following matrix Begm Head Tail Head Orkan 6,6 0,9 Tail 9,0 3,3 Both Begm and Orkan want to get as many bonus credits as they can. But they are not purely "selfish. Although they care more about their own bonus points to a lesser extent they also care about the other person's bonus points. Specifically, their utility functions are as follows: uitxi,x}}=xi+1/2* xj. Here, ulls person is utility. Xi is the bonus points that i gets, and xj is the bonus points that the other person.j.gets. For this strategic game fill in the entries of the following payoff matrix. Find all the Nash equilibria in pure strategies. Explain your answer. Begm Head Tail Head Orkan A, a B, b Tail Cc Did Note: In your answer, you need to write numerical values in place of letters. For instance, you may write (A,a)-(1,1). (B,b)-(2,3), (C,C)*(0,1),(D.d)-(2,3) (WARNING: the answer is not this). And then you need to explain what actions profiles are Nes in the game specified