http://www.pimp-your-poker.com/poker-cards-wiki/
Hardest math problem ever?
If you go here: http://en.wikipedia.org/wiki/Poker_probability to scroll through a fourth path, and You will see: "Flush – Flushing contains all five of the thirteen ranks, of which suits all belong to one of the four, minus the 40 Straight Flush by. Thus, the total number is flushed is: picture of the phrase) on the formula I need to replace the variable 13 to 15 with the number 3 & 4 with the 40 to 36 and use …. The new answer. (Okay a little details they "why" I need this: I create a card game cards with 16 levels and 3 suites (verse 13 levels of map and 4 suites in a standard poker deck) I have calculated all the other required formulas, but I can not seem to understand how they got 5108 for her answer. If someone out there can help me, I will never doubt Yahoo Answers never again! 
ok, probability of normal flush in poker: 5108/2598960 = 0.00197 Chance of 5108 is the number of ways that you get a can of flush. This is the number of combinations. In your game (16 nCr 5) * (3 nCr 1) – (12 nCr 1) * (3 nCr 1) = 13 068 Total 1,712,304 different hands: 13068 / 1712304 = 0.0076318224 = 0.763%
La fanciulla del West: Una partita a poker
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