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12
Aug

Class Poker

How to calculate the odds of being dealt a hand of poker in particular?

Want to learn to solve such problems for the class Math. Play poker against an opponent, if You Are holding J (s) and 10 (h) and the flop is K (s), 10 (s), J (d). The turn is Q (s). The following letter was burned already, so that the next card is the River. What is the probability of hitting 1) Stairway 2) Colour 3) Full 4) striaght flush 5) Ladder Real did not know what cards your opponent has or the cards have been burned thoughout this hand. Can someone explain this.?

Well, I do not know all the Lingo so I'll add a little material of probability. There are 52 cards in the deck, so that 1 in 52 (about 2%, slightly less) of a special card that comes out. Except 6 are recorded, so that a particular card is 1 in 46 (just over 2%) 1) 10-K appears to draw, so a 9 any suite or fill, or 8 of 46 …. 1 in 6 2) 13 cards are (s), but four are out, 9 in 46, 1 in 5 3) J 10 or any bottom left, and there are 2 of each of these, get the 3, 1 every 11 .. (. But there are other combos, one of 10 or more 1 or JK Q, K or Q 2 2 .. if that meant one card left to extract only the first is feasible.) 4) A (s) or 9 (s) 1 to 23 (note 1 in 4 of the two lines, in 9 of the color), 5) A (s) 1 in 46 cards in your hand, or burns, no change the probability, since they are unknown, thay are counted in the 46. 2 + 43 Brnt OpHand a terrace In fact, any card may be in the hand or burnt Opponant input and output, so that the probability of being 0% prepared, but You Can only work with the cards you know. That's why we have 46, each card, including letters, has the same probability of 1 in 46, be a special card. It's like flipping a coin 50 times, and guess what 31 is. The other 49 pitches or the results are significant, it is a 50% even if you throw 30 heads in a row before it. I hope that 1) I understand this right 2) Is my math right 3) Explanation of the right 4) With the help 5) that have a great day!