Suppose a player goes into the final roll of their turn with
Suppose a player goes into the final roll of their turn with the values of 3,3,3 and rolls 2 dice. What is the probability that the player gets a \"full house\"? \"Consider \"yahtzee\" as not a \"full house\"
Yahtzee is a game that involves rolling five dice to make certain combinations. The dice can be rolled up to three times in a turn. A player can save any that are wanted to complete a combination and then re-roll the other dice. A \"yahtzee\" is a five-of-a-kind and holds the game\'s highest point value (Ex: 3,3,3,3,3). A \"full house\" is a three-of-a-kind and a pair (Ex: 3,3,3,5,5)
Solution
Suppose a player goes into the final roll of their turn with the values of 3,3,3 and rolls 2 dice. What is the probability that the player gets a \"full house\"? \"Consider \"yahtzee\" as not a \"full house\"
5C 2 = 10
52C2 = 1326
probability = 10/1326 = 0.0075
