![]() ![]() ![]() To put this in perspective, if you’re playing poker at your local casino and are dealt 30 hands per hour, you can expect to receive pocket Aces. For it to happen twice in a row would be one in 1326 * 1326 = 1,758,276. In order to find the odds of getting dealt a pair of Aces, we multiply the probabilities of receiving each card: (4/52) x (3/51) (12/2652) (1/221) 0.45. Your next hand would be black aces one time in 1326 hands. Let's say you told a friend you had a feeling you would get black aces the next two hands in a row. The 1,758,276 figure comes in if you were thinking of a specific hand in advance. Whenever you are looking at a hand, the odds of seeing that exact hand again on the next deal is 1 in 1326. So that is the answer to your first two questions. This figure ignores ordering because it doesn't matter for a poker hand. There is a 50 chance of getting any inside/outside connectors, so be on the lookout for straights A pair of Aces only comes around once every 221 games, play. Are my odds of getting these same two cards on the next hand, 1-in-1326, or 1-in 1.7 million?ĭoes the 1-in-1.7 million figure take into account the order you receive the cards? It just seems really high to me.Īs others have stated the odds of getting any specific hand are 1 in 1326. I wasn't counting on getting this specific hand. What are the odds of getting both red aces one time? Too be clear, on this Friday before a holiday week. ![]()
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