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Assuming they are standard dice numbers 1-6:

The minimum sum is 1 + 1 + 1 = 3

The maximum sum is 6 + 6 + = 18

So there are 18 - 3 + 1 = 16 different possible sums.

But note, that some of the sums may be obtained in more than one way, for example 4 can be obtained in 3 different ways: 1 + 1 + 2, 1 + 2 + 1, 2 + 1 + 1.

Q: How many different sum can you have when you roll 3 six sided dice?

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Yes, especially when you are using four or six-sided dice.

rolling 8 on a 6 sided dice? in a single roll? approximately 0. on a 12 sided dice? one in 12. two six sided dice? 5/36

If you rolled 5 six-sided dice, there would be 6 to the power 5 = 7776 choices.

It is 1/3.

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That depends on what kind of dice you are rolling and how many of them you roll. If you roll two 6-sided dice once, the probability of getting the number 100 is exactly zero. You cannot get a 100 on one roll of two 6-sided dice. Other dice and different numbers of them may yield different probabilities.

Yes, especially when you are using four or six-sided dice.

rolling 8 on a 6 sided dice? in a single roll? approximately 0. on a 12 sided dice? one in 12. two six sided dice? 5/36

6X6=36

The answer depends on what numbers are on the faces of the dice.

If you rolled 5 six-sided dice, there would be 6 to the power 5 = 7776 choices.

On a regular, six-sided die, the highest number you can roll is a 6.

It is 1/3.

Assuming you use two six-sided dice, you can roll a sum of 8 as many times as you want, provided you have enough time to sit there and roll them.

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1 out of 6

If the dice is 6 sided, the chances of rolling each number is about 17% (100/6) If the dice is 4 sided, the chances of rolling each number is 25% (100/4) Similarly, 8 sided = 12.5% 10 sided = 10% 12 sided ≈ 8% 20 sided = 5%