RetroBoom | 20 Nov 2016 5:19 p.m. PST |
Hey guys, can anyone fill me in on tricks to do dice math. The thing I need most often is a way to know the odds of a very standard roll to hit, roll to save on varying numbers of d6s. The difference between 4 dice needing 4+ and those successes needing 5+ vs 10 dice needing 2+ and those successes needing 6s. Stuff like that. Anyone know simple ways to understand how to do this? Is there a site that can calculate these? THANKS! |
Dale Hurtt | 20 Nov 2016 5:49 p.m. PST |
Any Dice has a good dice probability calculator. anydice.com It also has articles on dice math. Just Google "dice calculator" is you need something it cannot provide. |
Dale Hurtt | 20 Nov 2016 6:05 p.m. PST |
Odds for 4d6 rolling 4+, the program is: function: evaluate ROLL:s { SUCCESSES: ROLL >= 4 result: SUCCESSES } output [evaluate 4 d6] named "4d" For 4d6 needing 5+, change the "ROLL >= 4" to "ROLL >= 5". For 1-10 d6 each needing 2+, it is: function: evaluate ROLL:s { SUCCESSES: ROLL >= 2 result: SUCCESSES } loop DICE over {1..10} { output [evaluate DICE d6] named "[DICE]d" } When you calculate for all of these use the "Graph" option for a nice visual and the "Table" option for hard numbers. Enjoy! |
rmaker | 20 Nov 2016 10:58 p.m. PST |
For something like this, the base formula is the probability on one die taken to the number of dice power, i.e., for four dice all needing to be 4 or better (1/2), it's 1/2 x 1/2 x 1/2 x 1/2 = 1/32 = .03125 = 3.125% If 5 or better is needed, you'd have 1/3 x 1/3 x 1/3 x 1/3 = 1/81 = 0.01235 = 1.235%. 10d6 for 2+ would be 5/6 to the 10th power or 16.15%, while 10d6 for 6 would be 1/6 to the 10th or 0.00000165% |
(Phil Dutre) | 21 Nov 2016 12:37 a.m. PST |
Buy a book about basic probability theory. It's not that hard … high school or freshman mathematics at most. If you want to know the number of x successes in y tries, each with a z probability for success, you need a binomial distribution. link |
Shaun Travers | 21 Nov 2016 1:03 a.m. PST |
I use a Windows program called SmallRoller. No good if not on Windows :-( but good if you are! Easy to work out probabilities for multiple dice rolls, roll greater/less/equal to a number on x dice. and loads more. I believe I have used this every couple of weeks for the last 10 years! It is a standalone .exe file (windows only though) available here: link |
Who asked this joker | 21 Nov 2016 11:02 a.m. PST |
Troll Roller. topps.diku.dk/torbenm/troll.msp 5's
a:=4d6; b:=count 5<=a; b
4's
a:=4d6; b:=count 4<=a; b
Copy and past into the window. You can only do one at a time. |
jwebster | 21 Nov 2016 2:11 p.m. PST |
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Bobgnar | 21 Nov 2016 3:36 p.m. PST |
Go to your local high school, find the president of the math club, and hire him to be your consultant. Pay him a couple bucks maybe 20 to answer all your questions. I don't think common core has yet wiped out all math skills among US students. |
etotheipi | 22 Nov 2016 7:00 a.m. PST |
Buy a book about basic probability theory. Do this. A tool or consultant can answer specific questions, but you will not have an understanding of the context of the answer or sensitivity to change. |
Bobgnar | 22 Nov 2016 2:30 p.m. PST |
''Go to your local high school, find the president of the math club, and hire him to be your consultant. Pay him a couple bucks maybe 20 to answer all your questions. I don't think common core has yet wiped out all math skills among US students." My apologies to all the female presidents of math clubs, and I am sure there are many. |
Houdini | 26 Nov 2016 4:47 a.m. PST |
Would the probability of a math club President being female, be 50%? |