1) A new type of gambling game uses two dice and the sum of the two dice determines your winnings. It costs $5 to play the game. If the sum is a 2 or a 12, the player will win $50. If the sum is a 7, the player will win $10. Any other sum and the player will lose and not get anything. If X represents the winnings (with -5 representing a loss, since a player will lose that amount of money), create a table to represent the probability distribution. Using the mean of this distribution, do you believe the game is in favor of the player or the "house"