New Poker Hands Probabilty : probabilitytheory

Question about the probability of poker hands, but not the traditional ones. Specifically what are the various probabilities in a game with 5 cards to a hand of getting A) small straight [4 cards in a sequential order not all of the same suit, and the 5th not completing the sequence], B) small flush [4 cards of the same suit and not in sequential order, and the 5th a different suit] and C) small straight flush [4 cards of the same suit in sequential order, and the 5th not matching the suit or continuing the sequence]? The total number of C should be excluded from A and B, but the 5th card in A,B and C could match value of any of the 4 other cards (as all three of these hands would be worth more than a standard pair). Also note A’s can be both low (less than 2) and high (higher than K) but can’t do both (Eg Q-K-A-2-3 is not a valid straight). The essential question is where would the A, B and C rank against existing poker hands based on probability? I have rough estimates of each but not very confident, so any help would be appreciated.

Source link

Sign Up

Sign Up to receive the latest coupons and news directly to your mailbox

Contact US

For Business Related Queries:
[email protected]

For Customer Support:
[email protected]

Copyright © 2021 GuciPoker | All rights reserved | All logos and trademarks belong to their respective companies