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a probabilities question - correction

Posted By: Bob Koca
Date: Monday, 2 July 2018, at 1:44 p.m.

In Response To: a probabilities question - correction (Boop)

If you are choosing from a given match file it is straight forward enoough: Letting N be number of rolls in match

(Number of 11 rolls) (number of 11 rolls - 1) +(Number of 12 rolls) (number of 12 rolls - 1) + ...

Then all divided by N(N-1).

If you are thinking about somehow first choosing a random match file then there is no simple solution.

Messages In This Thread

• a probabilities question
  Boop -- Sunday, 1 July 2018, at 11:36 a.m.
  • a probabilities question
    Mike Clapsadle -- Sunday, 1 July 2018, at 12:57 p.m.
    • a probabilities question
      Bob Koca -- Sunday, 1 July 2018, at 4:39 p.m.
  • a probabilities question
    bluedice -- Sunday, 1 July 2018, at 5:35 p.m.
    • a probabilities question
      Mike Clapsadle -- Sunday, 1 July 2018, at 5:55 p.m.
      • a probabilities question
        Mike Clapsadle -- Sunday, 1 July 2018, at 5:58 p.m.
    • a probabilities question - correction
      bluedice -- Sunday, 1 July 2018, at 6:39 p.m.
      • a probabilities question - correction
        Mike Clapsadle -- Sunday, 1 July 2018, at 7:23 p.m.
        • a probabilities question - correction
          bluedice -- Monday, 2 July 2018, at 7:43 a.m.
      • a probabilities question - correction
        Bob Koca -- Sunday, 1 July 2018, at 8:09 p.m.
        • a probabilities question - correction
          bluedice -- Monday, 2 July 2018, at 7:56 a.m.
          • a probabilities question - correction
            Boop -- Monday, 2 July 2018, at 9:46 a.m.
            • a probabilities question - correction
              Bob Koca -- Monday, 2 July 2018, at 1:44 p.m.
            • a probabilities question - correction
              Tom Keith -- Monday, 2 July 2018, at 2:40 p.m.
              • a probabilities question - correction
                Bob Koca -- Monday, 2 July 2018, at 3:05 p.m.
                • a probabilities question - correction
                  Tom Keith -- Monday, 2 July 2018, at 5:40 p.m.
          • a probabilities question - correction
            Bob Koca -- Monday, 2 July 2018, at 1:40 p.m.
  • Two relevant puzzles
    Bob Koca -- Sunday, 1 July 2018, at 8:07 p.m.
    • Two relevant puzzles
      Mike Clapsadle -- Sunday, 1 July 2018, at 8:45 p.m.
      • Two relevant puzzles
        Bob Koca -- Sunday, 1 July 2018, at 8:50 p.m.
        • Two relevant puzzles
          Mike Clapsadle -- Sunday, 1 July 2018, at 8:59 p.m.
    • Two relevant puzzles-Puzzle 2
      roadkillbooks -- Sunday, 1 July 2018, at 10:26 p.m.
      • Two relevant puzzles-Puzzle 2
        Tom Keith -- Sunday, 1 July 2018, at 10:47 p.m.
        • Two relevant puzzles-Puzzle 2
          Bob Koca -- Sunday, 1 July 2018, at 11:08 p.m.
        • Two relevant puzzles-Puzzle 2
          roadkillbooks -- Monday, 2 July 2018, at 5:23 p.m.
          • Two relevant puzzles-Puzzle 2
            Bob Koca -- Monday, 2 July 2018, at 6:56 p.m.