But, we also don't want to make the conditions so advantageous that the house is at a strong disadvantage. We are playing at a rate of $0.01 penny = 1 chip, so we aren't necessarily too concerned about the house edge being somewhat favorable to the player since we are all funding the house each month via monthly contributions. The reason I am asking this is because my friends and I are putting together a weekly game and we want to have a bunch of fun side bets. Once the first is received, there are only 5 QH cards left that you may possibly be dealt.ģ12 times 311 divided by 2 = the quantity of possible 2-card combinations in the 312-card deck, 48,516. By my own math, which is clearly not accurate, I am calculating 6 x 5 / 48,516 to equal 0.062% probability of occurrence rate. I cannot determine how this was calculated. I am interested in the math used to determine the statistical probability of a specific hand being dealt.įor example, Wizard of Odds states that for a six deck game, the probabilities of getting Lucky Ladies (Pair of Queen of Hearts) is 0.0295%. I am getting thrown off by some of the calculations because the site does not include formulas. I was reading the Wizard of Odds Web-Site and the tables they have published for specific hand probability of side bets.
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