The topic of this Wizard of Odds Academy video will be on the importance of a blackjack paying 3 to 2 odds in blackjack as opposed to 6 to 5, which is a very common rule variation right now. Here in Las Vegas. You see a lot of players playing 6 to 5 blackjack even at high amounts. Frankly, I have no idea why other than out of a ignorance of math.
- Video Blackjack Odds Chart Full
- Odds Of Winning Blackjack At Casino
- Blackjack Odds Chart
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littlelostbunny
Hello. I play a video blackjack game. There is one deck per round - the dealer gets dealt one hand and the player gets dealt 7 hands. There is a bonus for the player to be dealt four blackjacks in one game.
I have been dealt 3 blackjacks out of the 7 hands but never 4. This seems very unlikely. Can anyone give me the odds of being dealt four blackjacks among 7 hands using a single deck? Thank you!
-Sarah
I have been dealt 3 blackjacks out of the 7 hands but never 4. This seems very unlikely. Can anyone give me the odds of being dealt four blackjacks among 7 hands using a single deck? Thank you!
-Sarah
odiousgambit
Hello. I play a video blackjack game. There is one deck per round - the dealer gets dealt one hand and the player gets dealt 7 hands. There is a bonus for the player to be dealt four blackjacks in one game.
I have been dealt 3 blackjacks out of the 7 hands but never 4. This seems very unlikely. Can anyone give me the odds of being dealt four blackjacks among 7 hands using a single deck? Thank you!
-Sarah
I have been dealt 3 blackjacks out of the 7 hands but never 4. This seems very unlikely. Can anyone give me the odds of being dealt four blackjacks among 7 hands using a single deck? Thank you!
-Sarah
Big slot wins youtube 2017. ⏩Try your skills and play blackjack online for Free! The game was created for blackjack lovers and suits for beginners who can learn how to play blackjack ⏪ game and for professionals who can practice card counting as there are 4 decks in a shoe and you will know when it is reshuffled. The key to becoming a winning blackjack player comes down to knowing probabilities and blackjack odds no matter what the situation is at the table. As you can see in the chart below, your chances of busting goes up as your increased hand value grows.
Video Blackjack Odds Chart Full
maybe it's a tease like supposedly happens in slots![Video Blackjack Odds Video Blackjack Odds](https://wizardofodds.com/games/free-bet-blackjack/images/free-bet-bj-crop.jpg)
people are going to want to know more details. This could be class II gaming for all we know. If class III, make sure you are not being paid '2 for 1' [which is 1:1] for a regular blackjack. That lousy payoff is very common for video BJ and is another thing that would make any other questions mute
PS: welcome Sarah!
the next time Dame Fortune toys with your heart, your soul and your wallet, raise your glass and praise her thus: “Thanks for nothing, you cold-hearted, evil, damnable, nefarious, low-life, malicious monster from Hell!” She is, after all, stone deaf. .. Arnold Snyder
Romes
Hello. I play a video blackjack game. There is one deck per round - the dealer gets dealt one hand and the player gets dealt 7 hands. There is a bonus for the player to be dealt four blackjacks in one game.
I have been dealt 3 blackjacks out of the 7 hands but never 4. This seems very unlikely. Can anyone give me the odds of being dealt four blackjacks among 7 hands using a single deck? Thank you!
-Sarah
Hey Sarah, and welcome to the forums!I have been dealt 3 blackjacks out of the 7 hands but never 4. This seems very unlikely. Can anyone give me the odds of being dealt four blackjacks among 7 hands using a single deck? Thank you!
-Sarah
The odds of getting 1 blackjack in a single deck are: P(BJ) = P(A)*P(10) = (4/52)*(16/51) = ~24%
The odds of getting a 2nd one, given the first one and assuming every hand is playing from the same deck (sometimes on video blackjack each hand is from it's own deck) would be: P(BJ2) = P(A)*P(10) = (3/50)*(15/49) = ~18%
Thus,
P(BJ3) = (2/48)*(14/47) = ~12%
P(BJ4) = (1/46)*(13/45) = ~0.6%
So given that you got the first 3, the last 4 hands would each have about a half a percent chance of getting the 4th.
P(4 BJ's) = P(BJ)*(PBJ2)*P(BJ3)*P(BJ4) = .24*.18*.12*.006 = .0000311, or about 1 in 32,000.
I did this quickly so there's a small chance for error but I think that should at least be 'close?'
Odds Of Winning Blackjack At Casino
Playing it correctly means you've already won.
BJ4Profit
Hey Sarah, and welcome to the forums!
The odds of getting 1 blackjack in a single deck are: P(BJ) = P(A)*P(10) = (4/52)*(16/51) = ~24%
The odds of getting a 2nd one, given the first one and assuming every hand is playing from the same deck (sometimes on video blackjack each hand is from it's own deck) would be: P(BJ2) = P(A)*P(10) = (3/50)*(15/49) = ~18%
Thus,
P(BJ3) = (2/48)*(14/47) = ~12%
P(BJ4) = (1/46)*(13/45) = ~0.6%
So given that you got the first 3, the last 4 hands would each have about a half a percent chance of getting the 4th.
P(4 BJ's) = P(BJ)*(PBJ2)*P(BJ3)*P(BJ4) = .24*.18*.12*.006 = .0000311, or about 1 in 32,000.
I did this quickly so there's a small chance for error but I think that should at least be 'close?' Online casino with free bonus.
The odds of getting 1 blackjack in a single deck are: P(BJ) = P(A)*P(10) = (4/52)*(16/51) = ~24%
The odds of getting a 2nd one, given the first one and assuming every hand is playing from the same deck (sometimes on video blackjack each hand is from it's own deck) would be: P(BJ2) = P(A)*P(10) = (3/50)*(15/49) = ~18%
Thus,
P(BJ3) = (2/48)*(14/47) = ~12%
P(BJ4) = (1/46)*(13/45) = ~0.6%
So given that you got the first 3, the last 4 hands would each have about a half a percent chance of getting the 4th.
P(4 BJ's) = P(BJ)*(PBJ2)*P(BJ3)*P(BJ4) = .24*.18*.12*.006 = .0000311, or about 1 in 32,000.
I did this quickly so there's a small chance for error but I think that should at least be 'close?' Online casino with free bonus.
Blackjack Odds Chart
The odds of getting bj is about 4.8%, your math was off by a factor of 10 and you forgot to multiply by 2, cause there are 2 ways for every A,T to make a Bj.4 out of 7 hands being bj is a hypergeometric problem, can probably search for a online calculator and figure it out.
RS
Video Poker Blackjack Odds
Couldn't you do something like determine the odds of getting 4 (consecutive) blackjacks, of course including EOR, then multiply by 7/4 (or something like that)?
ie:
[(4/52 * 14/51 * 2) x (3/50 * 13/49 * 2) x (2/48 * 12/47 * 2) x (1/46 * 11/45 * 2)] * 7/4 = 5.32066049e-7
1/(5.32066049e-7) = 1879465 ~ 1 in 1,879,465 rounds you'll get 4 blackjacks.
???
Idk if that's right or not. But maybe.
ie:
[(4/52 * 14/51 * 2) x (3/50 * 13/49 * 2) x (2/48 * 12/47 * 2) x (1/46 * 11/45 * 2)] * 7/4 = 5.32066049e-7
1/(5.32066049e-7) = 1879465 ~ 1 in 1,879,465 rounds you'll get 4 blackjacks.
???
Idk if that's right or not. But maybe.