If you mean, what's the probability that the sum of two fair dice rolled randomly ever equal one of those numbers, the answer is 1.

EN
If you mean, what's the probability that the sum of two fair dice rolled randomly ever equal one of those numbers, the answer is 1.

Posted September 21st, 2019
by EN

umm... no I didn't mean that. I meant what's the chance that those numbers come up at any point when rolled. Don't worry about it though, I was drunk playing Settler's of Catan and wanted to know, was too drunk to quickly write a program but I'm sober now and wrote a python program to roll two dice 100,000 times then get the average that any of those three numbers show up. The answer is ~22%.

Ghowilo
umm... no I didn't mean that. I meant what's the chance that those numbers come up at any point when rolled. Don't worry about it though, I was drunk playing Settler's of Catan and wanted to know, was too drunk to quickly write a program but I'm sober now and wrote a python program to roll two dice 100,000 times then get the average that any of those three numbers show up. The answer is ~22%.

Posted September 21st, 2019
by Ghowilo

You can do it with straight probability. P(roll=2 or 3 or 5 or 12) = P(roll=2) + P(roll=3) + P(roll=5) + P(roll=12) = 1/36 + 2/36 + 4/36 + 1/36 = 8/36 = 22.22%.

EN
You can do it with straight probability. P(roll=2 or 3 or 5 or 12) = P(roll=2) + P(roll=3) + P(roll=5) + P(roll=12) = 1/36 + 2/36 + 4/36 + 1/36 = 8/36 = 22.22%.

Posted September 21st, 2019
by EN