QuestionIt costs $\$ 10$ to play a dice game. For this game, two dice are rolled. If a sum greater than 10 is rolled, the player receives $\$ 45$. If a sum less than six is rolled, the player receives $\$ 30$. If a player rolls two odd numbers, then they receive $\$ 7$. A player can only receive one prize. Therefore, if a roll meets the description of more than one prize, the player only receives the higher prize value (not both). The expected value (to the nearest cent) of the game is $\$$ $\square$ In the long run, does the game favor the player? $\square$