There are 36 equally-likely possibilities for a 2-dice roll (six possibilities for each die, multiplied together). Let's consider the probability of the sum being less than or equal to 4. There is only one way to roll a 2 (1+1), there are two ways to roll a 3 (1+2, 2+1), and three ways to roll a 4 (1+3, 2+2, 3+1). So there are 6 ways to roll at most a 4, meaning that there must be 36-6=30 ways to roll more than a 4. The probabiliity of rolling a sum greater than 4 is therefore 30/36, or 5/6.
It is 1/6.
The answer depends on how many dice are rolled. With 12 or more dice, the answer is 0.The answer depends on how many dice are rolled. With 12 or more dice, the answer is 0.The answer depends on how many dice are rolled. With 12 or more dice, the answer is 0.The answer depends on how many dice are rolled. With 12 or more dice, the answer is 0.
Due to the incompatibility of the grammar: "one" and "are", the question makes no sense and so it is not possible to answer it.
Two standard dice cannot have a sum greater than 12. The probability, then, of getting a sum greater than 15 is zero.
Probably.
If two six sided fair dice are rolled, the sum of the result of both dice that has the lowest probability to come up is 2 and 12. P(2) = 1/36. P(12) = 1/36.
There are 104, or 10000 permutations of four 10 sided dice.
If you rolled 5 six-sided dice, there would be 6 to the power 5 = 7776 choices.
It is 1/6.
It depends on the numbers on the 4 sided die. I don't believe that is a recognised standard.
The lowest number will be obtained by getting lowest number on both of the dice if its a 6 sided dice (normal kind) then the lowest will be 2
one in sixsame for any number
The answer depends on how many dice are rolled. With 12 or more dice, the answer is 0.The answer depends on how many dice are rolled. With 12 or more dice, the answer is 0.The answer depends on how many dice are rolled. With 12 or more dice, the answer is 0.The answer depends on how many dice are rolled. With 12 or more dice, the answer is 0.
Due to the incompatibility of the grammar: "one" and "are", the question makes no sense and so it is not possible to answer it.
Two standard dice cannot have a sum greater than 12. The probability, then, of getting a sum greater than 15 is zero.
Probably.
You can't get 14 with two regular six-sided dice ! The highest you can get with one throw is 12.