Two sisters are playing together and have a disagreement. Alice is a yeller. She wants to yell at Beatrice to make herself feel better. But she does not want Beatrice to tell on her because she will get in trouble Beatrice is a teller. She wants to tell their mom that Alice yelled at her (even if Alice did not) so Alice is punished. But she doesn't like being yelled at by Alice. Let Alice be player 1 and Beatrice player 2. Alice's ranks the possible outcomes in the following order (from best to worst): (Yell, Don't Tell) > (Don't Yell, Don't Tell) > (Yell, Tell) > (Don't Yell, Tell) Beatrice ranks the possible outcomes in the following order (from best to worst): (Don't Yell, Tell) > (Don't Yell, Don't Tell) > (Yell, Tell) > (Yell, Don't Tell) List all Nash equilibrium to this game. Hint: It is easiest to solve this as a simultaneous game. Assign points to each outcome for each player (i.e., 4 for the best outcome and 1 for the worst outcome) and solve for the equilibrium. Alice yells, Beatrice tells Alice yells, Beatrice does not tell Alice does not yell, Beatrice tells Alice does not yell, Beatrice does not tell No equilbrium In the game above llst all of the Nash equllorlum (up, let) (up, midolle) (up, rigint) (mibole, let) (mibdle, midole) (midodle, right) (down, let) (oown, midodle) (down, rigint) In the game shown above, llst all of the Nash Equlliorlum (please check ALL that apply) (up, let) (up, rlgint) (down, lett) (down, rigint) None In the game shown above, list all of the Nash Equilibrium (please check ALL that apply) (up, left) (up, right) (down, left) (down, right) None