Wizard of odds jacks or better

Author: s | 2025-04-25

by Wizard of Odds. Top 10 Video Poker Mistakes - part two. by Wizard of Odds. Ultimate X Gold Video Poker. by Wizard of Odds. View All Jacks or Better optimal strategy. The following strategy is for full pay Jacks or Better video poker. Video Poker Basics.

Jacks or Better - Wizard of Odds

Introducing the launch of our brand new online poker game site! This site contains free online poker games of all types: Jacks or Better, Deuces Wild, 10's or Better, Joker Poker, and many more!Our free online poker card games will bring you endless entertainment--without impacting your wallet. Play for free to hone your game, or just have fun! The poker odds at this site are slightly better than those as most casinos, so the more you play, the more you win.Try out our first line of online poker games, Jacks or Better, and see what all the rage is about. With every payout you receive an ever-so-pleasing fireworks animation, accompanied by the sound of rushing coin! Play online poker for free, 24 hours a day, seven days a week, and have the time of your life!DISCLAIMER: The games on this website are using PLAY (fake) money. No payouts will be awarded, there are no "winnings", as all games represented by 247 Games LLC are free to play. Play strictly for fun. I believe the free Winpoker demo will do that and never expire. The download is available at www.zamzone.com. If one plays a Jacks or Better video poker machine, at 40,00 hands per session with perfect strategy, I assume that a royal would appear about every 10 sessions. What are the odds of not hitting a royal for an entire year (about 50 sessions playing once a week)? Thank You. Dave S. from New Haven I assume that you assume the probability of a royal is 1 in 40,000. Playing 4,000 hands per session the expected number of royals per session is 0.1. A very close appoximation for the probbility of zero royals per session is e-0.1 = 90.48%. The reason it is not 90% is because sometimes you will get more than one royal per session. The expected number of royals in 50 sessions is 0.1 × 50 = 5. The probability of zero royals in 50 sessions can be closely approximated at e-5 = 0.67%. The exact probability is (39,999/40,000)^(200,000) = 0.67%, as well. I played 50-line 9/6 Jacks or Better $1 machine over the weekend and got killed. Any idea what the odds are of putting $800,000 coin in on 50-line $1 and not hitting a single royal? Just curious. Dave from Las Vegas If you were playing single line it would be easy. $800,000 is 160,000 $5 hands. That is 3.9616 royal cycles. The probability of no royals can be closely approximated as e-3.9616 = 1.9%. The math gets messier with mutli-line games. I think the easiest way to answer the question is by random simulation. My video poker appendix 6 shows the probability of getting at least one royal per hand in 50-play 9/6 Jacks or Better is 0.00099893. Each hand of $1 50-play costs $250. So you would have played 3,200 initial hands. The expected number of hands with a royal in 3,200 hands is 3.1966. By the same method of approximation, the probability of getting zero royals is e-3.1966 = 4.09%. The exact answer, based on the simulation results, is (1-0.00099893)^3200 = 0.04083732, or

Jacks or Better Simple - Wizard of Odds

Value are the same, but is there any difference in variability? John L. from Bouldter Yes. Let’s assume you are playing 9/6 Jacks or Better. The variance per final hand is n*1.966391 + 17.548285, where n is the number of plays. So the variance per hand in 10 play is 10*1.966391 + 17.548285 = 37.2122, and in 1-play is 1*1.966391 + 17.548285 = 19.51468. The variance of 1,000 initial or 10,000 total hands of 10-play is 10,000*37.2122 = 372,122. The variance of 10,000 hands of 1-play is 10,000*19.51468 = 195,149. However, standard deviation is what I think we should be talking about, which is the square root of the variance. The standard deviation of 10,000 hands of 10-play is 372,1220.5 = 610.02. The standard deviation of 10,000 hands of 1-play is 195.1490.5 = 441.75. As long as the total final hands are the same, 10-play will always be 38.1% more volatile, in 9/6 Jacks or Better. For more information visit my section on the standard deviation in n-play video poker. I started to play $5 single-line Jacks or Better recently. Since I started the number of times I have had four to a royal after the draw is 170, while my number of royals is zero. What are the odds of this? Steve from Oxnard In 9/6 Jacks or Better with perfect strategy you will see a royal on the draw once every 40,601 hands, but four to a royal once every 460 hands. For every royal you see, you will be one card away 88.33 times. Of the four to a royal hands, 50.37% will pay nothing, 24.89% will pay as a pair, 7.89% as a straight, 16.16% as a flush, and 0.69% as a straight flush. Here are the exact numbers. Possible Outcomes in 9/6 Jacks or Better Hand Combinations Probability Four to royal + straight flush 299529168 0.000015 Four to royal + flush 7005972000 0.000351 Four to royal + straight 3420857076 0.000172 Four to royal + pair 10793270244 0.000541 Four to royal (non-paying) 21844510692 0.001096 Royal flush 490952388 0.000025 All other 19889375425632 0.9978 Total 19933230517200 1 The. by Wizard of Odds. Top 10 Video Poker Mistakes - part two. by Wizard of Odds. Ultimate X Gold Video Poker. by Wizard of Odds. View All Jacks or Better optimal strategy. The following strategy is for full pay Jacks or Better video poker. Video Poker Basics.

Jacks or Better optimal strategy - Wizard of Odds

My video poker cheat sheet shows, the return for that game, with five coins bet, is 100.17%. However, if $5 is too rich for your blood, then you can use my video poker analyzer to get the return for a one-coin bet. Just put in 250 per coin bet for a royal flush. The calculator defaults to 4,000, so change it to 1,250. Press "analyze" and you'll see the return is 99.11%. So, you're much better off playing five quarters in 9-6 Jacks or Better. How would I modify the strategy you give for jacks or better video poker to a jacks or better game with the following payout schedule: RF:800 SF:50 4Aces:160 4kind(2,3,4):80 4kind(5-K):50 FH:7 flush:5 straight:4 trips:3 2PR:1 J’s or better:1 There is a bank of these at Harrah's in East Chicago Indiana, on a progressive jackpot. Any info would be appreciated. Bruce from Mahomet, Illinois You can get close to optimal strategy for just about any video poker game by using my video poker strategy maker. I really appreciate all the information on blackjack on you site. I wonder, in jacks or better video poker how is the 99.54% return calculated? For example how do you know what is the best play with an unsuited jack and king? Meudon from Moisan, France There are combin(52,5)=2598960 possible combinations of the first five cards. You don’t have to analyze all of them. Personally I break them down into 191659 different kinds and weight each one with the number of similar hands. For example the odds are the same with four aces and a king singleton regardless of the suit of the king. You don’t have to analyze four hands for each possible suit of the king, just one of them and multiply by four. Once you have a hand there are 25=32 ways to play the hand. I analyze each way and take the play with the greatest expected value. To determine the expected value of a play you have to analyze all the ways the replacement cards can fall and score each hand. In the case of throwing = Standard pay Bonus Poker DDB — 9/6 = Standard pay Double Double Bonus Poker DW — NSUD = "Not so Ugly Ducks" Deuces Wild How can knowing this actually help the video poker player? I suppose one could say that a game with a large skew has a greater chance of a loss over a session of a few hours. For example, in Jacks or Better, if you don’t hit any royals, the house edge will probably eventually grind your bankroll down. However in a game like Deuces Wild or Double Double Bonus, the second highest wins can pull you out of the hole over a session. In other words, the skew keeps you from winning when you are not hitting royals. Knowing the skew won’t increase your odds, but it is mentally helpful to know what to expect. So, the next time you take a beating in 9/6 Jacks, blame it on the skew. My thanks to Jeff B. for his help with this question. I was offered a 10% rebate on losses in video poker. What kind of strategy should I have to maximize what I walk away with, assuming 9/6 Jacks and no slot club? Rob from Las Vegas Under your assumptions, you should quit after being up at least one unit, or down 17 units. Using Cramer’s Rule, we can find the the expected number of plays to achieve either marker is 19.227. The probability that the marker achieved is the 17 unit loss is 17.89%. So, the expected refund is 0.1789 × 17 = 3.041076 units. The expected loss of playing 19.227 times on a game with a 0.004561 house edge is 19.227 × 0.004561 = 0.087693 units. So, the expected profit is 3.041076 - 0.004651 = 2.953382 units. I was at the Four Queens casino, which offers both 10/7 double bonus and 9/6 jacks or better. I only knew 9/6 strategy, so I played that. Another video poker player later rebuked me, saying I would have been better off playing the 9/6 strategy on the 10/7 machine. I disagree. There is a $5

Jacks or Better - Wizard of Odds

Appendices Video Poker: Bankroll Size vs. Risk of Ruin Simulation Results of n-Play Video Poker Standard Deviation for Multihand Video Poker Video Poker Appendix 3 Answers Deuces Wild Appendix 1 Full-Pay Deuces Wild Appendix 5 Full-Pay Deuces Wild Appendix 6 Deuces Wild Appendix 2 Deuces Wild Appendix 3 Strategies Jacks or Better Simple Strategy (99.46%) Intermediate Strategy (99.52%) Optimal Strategy (99.54%) Deuces Wild NSUD Intermediate Strategy Full-Pay Simple Strategy (100.71%) Full-Pay Optimal Strategy (100.76%) 8/5 Bonus Poker 10/7 Double Bonus 9/6 Double Double Bonus Effect of Strategy Mismatches in Video Poker Video Poker Strategy Maker Frequently Asked Questions - Video Poker Strategy Calculator Video Poker Strategy Maker Sample 8/5 Super Aces Quick Quads 9/6 Jacks or Better 8/5 Bonus Poker 9/7/5 Double Bonus 9/6 Double Double Bonus 8/5 Triple Bonus Ultimate X Jacks or Better Bonus Poker Bonus Poker Deluxe Double Bonus Double Double Bonus Joker Poker Miscellaneous Video Poker Quiz 100% Rebate on Video Poker Losses My Methodology for Video Poker Analysis San Diego Video Poker Survey Multi-Strike Poker 16X Video Poker Summary Tables Bonus Expected Values in Video Poker American Poker Gold Joker Poker (German Rules)) Royal Deal Dream Card Controversy Ultimate X Poker Bonus Streak -- Example Video Poker Speed Records Taxable Return from Video Poker Pros and Cons of Using Double up Option in Playing Video Poker Online Louisiana Double Tap House Poker Video Poker Analyzer Video Poker Hand Analyzer Wizard Recommends 100 % up to 100€/$ +180 spins Generous introductory perks (T&C’s apply) 10 % Benefits of cryptocurrencies An extensive list of promotions Slot tournaments 200 % up to 50€/$ +200 spins Last updated: Oct 16, 2023 On this page Introduction The following strategy is for 9/6 Jacks or Better Quick Quads. The following return table shows that with optimal strategy the return is 99.61%.Quick Quads — "9/6" Jacks or Better Event Pays Combinations Probability Return Royal Flush 800 504987360 0.000025 0.016889 Straight Flush 50 2198649216 0.00011 0.004596 Four of a Kind 47.2 122334156636 0.006137 0.241396 Full House 9 215235163704 0.010798 0.080984 Flush 6 219460508964 0.011010 0.055049 Straight 4 221046761088 0.011089 0.036965 Three of a Kind 3 1357437205548 0.068099 0.170248 Two Pair 2 2577228780816 0.129293 0.215488 Jacks or Better 1 4172612655420 0.209329 0.174441 Nothing 0 11045171648448 0.554108 0 Totals 19933230517200 1 0.996056 The strategy below is more than 99.9966% accurate; meaning the cost due to errors is 0.0034%. To use the strategy, look up all

Jacks or Better Simple - Wizard of Odds

Appendices Video Poker: Bankroll Size vs. Risk of Ruin Simulation Results of n-Play Video Poker Standard Deviation for Multihand Video Poker Video Poker Appendix 3 Answers Deuces Wild Appendix 1 Full-Pay Deuces Wild Appendix 5 Full-Pay Deuces Wild Appendix 6 Deuces Wild Appendix 2 Deuces Wild Appendix 3 Strategies Jacks or Better Simple Strategy (99.46%) Intermediate Strategy (99.52%) Optimal Strategy (99.54%) Deuces Wild NSUD Intermediate Strategy Full-Pay Simple Strategy (100.71%) Full-Pay Optimal Strategy (100.76%) 8/5 Bonus Poker 10/7 Double Bonus 9/6 Double Double Bonus Effect of Strategy Mismatches in Video Poker Video Poker Strategy Maker Frequently Asked Questions - Video Poker Strategy Calculator Video Poker Strategy Maker Sample 8/5 Super Aces Quick Quads 9/6 Jacks or Better 8/5 Bonus Poker 9/7/5 Double Bonus 9/6 Double Double Bonus 8/5 Triple Bonus Ultimate X Jacks or Better Bonus Poker Bonus Poker Deluxe Double Bonus Double Double Bonus Joker Poker Miscellaneous Video Poker Quiz 100% Rebate on Video Poker Losses My Methodology for Video Poker Analysis San Diego Video Poker Survey Multi-Strike Poker 16X Video Poker Summary Tables Bonus Expected Values in Video Poker American Poker Gold Joker Poker (German Rules)) Royal Deal Dream Card Controversy Ultimate X Poker Bonus Streak -- Example Video Poker Speed Records Taxable Return from Video Poker Pros and Cons of Using Double up Option in Playing Video Poker Online Louisiana Double Tap House Poker Video Poker Analyzer Video Poker Hand Analyzer Wizard Recommends 100 % up to 300€/$ +100 spins Daily or weekly freeroll tournaments Massive gaming platform A wealth of information about South Africa Crypto-friendly 100 % up to 100€/$ +180 spins Generous introductory perks (T&C’s apply) Home › 9/5 Jacks or Better strategy Last updated: Oct 16, 2023 On this page Introduction The following video poker strategy is for 9/5 Jacks or Better.9/5 Jacks or Better Hand Payoff Royal Flush 800 Straight Flush 50 Four of a Kind 25 Full House 9 Flush 5 Straight 4 Three of a Kind 3 Two Pair 2 Jacks or Better 1 To use the strategy, look up all of the reasonable ways to play a hand, and choose the play that is highest on the list. While optimal strategy returns 98.4498%, the strategy presented below is the optimal "exceptionless" strategy, which returns 98.4482%. Full House or better 4 to a Royal Flush 3 of a Kind Flush Straight 2 pair 4 to a Straight Flush 1 pair: Js/Qs/Ks/As 3 to a Royal Flush 4 to a Flush 4 to a Straight: TJQK 1 pair: 2s thru 10s 4 to a Straight: 2345, 3456, 4567, 5678, 6789, 789T, 89TJ, 9TJQ 3 to a Straight Flush: 89J/8TJ, 8JQ, 9TJ, 9TQ/9JQ 4 to a Straight: JQKA 3 to a Straight Flush:. by Wizard of Odds. Top 10 Video Poker Mistakes - part two. by Wizard of Odds. Ultimate X Gold Video Poker. by Wizard of Odds. View All Jacks or Better optimal strategy. The following strategy is for full pay Jacks or Better video poker. Video Poker Basics. The Wizard of Odds answers readers questions. Odds Strategies Alphabetical List of Games; Jacks or Better: 9/6: 0.46%: 4.42: : : : : Jacks or Better: 9/5: 1.55%: 4.42: : : This question is raised and discussed in

Jacks or Better optimal strategy - Wizard of Odds

Free video poker is available at some of the industry’s most popular casinos. Players 21 and older can access top software developers without making a deposit.Demo options allow players to learn how video poker works for free. Various games include Jacks or Better, Deuces Wild, and Multi-Hand Video Poker.Let’s look at video poker for beginners, including how to play your cards and the top games to try!What is Free Online Video Poker?Video poker is a standard game in Las Vegas, Atlantic City, and at most real money online casinos. You can choose demo options at 888 Casino, DraftKings, and Golden Nugget to play free video poker.When playing video poker games, the object is to achieve the best five-card hand. Like a real money game, getting started with free play on an online video poker machine requires a bet amount.Players get dealt five cards, with the option to Hold any cards (by clicking on them) to complete a hand on the next draw. You’ll need at least a pair of Jacks to win even money in Jacks Or Better. Any payout depends on the winning odds of each round’s final cards in the video poker game.As a simple form of entertainment, playing free video poker can also help to improve your poker skills—without the stakes.Free Video Poker vs. Real Money Video PokerFree video poker removes any risks compared to playing real money casino games. Even if you win, the cards dealt to you each round in a free video poker game don’t offer any cash prizes. There’s nothing to lose either when playing for free.In contrast, winning real money offers an added incentive and extra thrill as you pick which cards to hold and get rid of before clicking the Draw button.Here’s a look at the differences between free-play video poker